2439 lines
128 KiB
Plaintext
2439 lines
128 KiB
Plaintext
DEPARTMENT OF THE ARMY FIELD MANUAL
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-----------------------------------------------------------------------------
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Explosives and Demolitions
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extract.
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-----------------------------------------------------------------------------
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HEADQUATERS, DEPARTMENT OF THE ARMY
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February 1971
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Typed by:Death Jester.
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Chaper 2
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FIRING SYSTEMS
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-----------------------------------------------------------------------------
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Section I. NONELECTRIC FIRING SYSTEMS
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2-1. Introduction
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Two types of systems for firing explosives are in general use--electric and
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nonelectric. Both have their individual priming methods and materials. In
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addition, detonating cord may be used with both systems to make them more
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efficient and effective, as described in paragraphs 2-10 through 2-16.
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2-2. System Components and Assembly for Detonation
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A nonelectric system is one in which an explosive charge is prepared for
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detonation by means of a nonelectric blasting cap. The basic priming
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materials consist of a nonelectric blasting cap, which provides the shock
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adequate to detonate the explosives, and the time blasting fuse, which
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transmits the plame that fires the blasting cap. If more than one charge
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must be detonated simultaneously, the nonelectric system must be combined
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with a detonating cord (para 2-10 - 2-12) to insure simultaneous firing.
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The assembly of a basic nonelectric system follows.
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a. Cut and discard a 6-inch length from the free end of the time blasting
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fuse to prevent a misfire caused by the exposed powder absorbing moisture
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from the air (A, fig 2-1). Then cut off a three foot length of time
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blasting fuse to check the burning rate. Split the end of the fuse, insert
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a match head into the split, light the match with another match and note
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the time it takes for the fuse to burn. Then compute the burning rate
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per foot by dividing the time in seconds by the length in feet.
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b. Cut the time blasting fuse long enough to enough permit the person
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detonating the charge to reach a safe distance by walking at a normal
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pace before the eplosion. This cut should be made squarely across the
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time fuse.
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c. Take on blasting cap from the cap box, inspect it by looking into
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the open end. If any foreign matter or dirt is present, hold it with
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the open end down, and shake it gently or bump the hand holding it
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against the other hand. IF FOREIGN MATTER DOES NOT COME OUT, DISCARD
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CAP. NEVER TAP THE CAP WITH A HARD OBJECT OR AGAINST A HARD OBJECT.
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NEVER BLOW INTO THE CAP. DO NOT INSERT ANYTHING INTO THE CAP TO REMOVE
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AND DIRT OR FOREIGN MATERIAL.
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d. Hold the time blasting fuse vertically with the square cut end up
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and SLIP TH BLASTING CAP GENTLY DOWN OVER IT SO THAT THE FLASH CHARGE IN
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THE CAP IS IN CONTACT WITH THE END OF THE TIME FUSE; IF NOT IN CONTACT,
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IT MAY MISFIRE. NEVER FORCE THE TIME FUSE INTO THE BLASTING CAP BY
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TWISTING OR ANY OTHER METHOD. If the end is flattened or it is too
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large to enter the blasting cap freely, roll it between the thumb and
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fingers until the size is reduced to permit free entry.
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e. After th blasting cap has been seated, grasp the time blasting
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fuse between the thumb and third finger of the left hand and extend the
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forefinger over the end of the cap to hold it firmly against the end of
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the time fuse. Keep a slight pressure on the closed end of the cap with
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the forefinger (B, fig 2-1).
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f. Slide the second finger down the outer edge of the blasting cap to
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guide the crimpers (B, fig 2-1), and thus obtain accurate crimping, even
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in darkness.
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g. Crimp the blasting cap at a point 1/8 to 1/4 of an inch from the
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open end. A CRIMP TOO NEAR THE EXPLOSIVE IN THE BLASTING CAP MAY CAUSE
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DETONATION. POINT THE CAP OUT AND AWAY FROM THE BODY DURING CRIMPING
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(fig 2-2).
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Note. If the blasting cap should remain in place several days
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before firing, protect the joint between the cap and the time blasting
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fuse with a coating of a sealing compound or some similar substance.
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(As this sealing compound (para 1-50), a standard issue, does not make a
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waterproof seal, submerged charges should be fired immediately.)
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h. Pass the end of the time blasting fuse through the priming
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adapter. (The time fuse should move through the adapter easily.) Then
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pull the cap into the adapter until it stops, instert into the cap well
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of the the explosive, and screw the adapter in place. If no priming
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adapter is available, insert the blasting cap into the cap well and tie
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it in place with a string or fasten it with adhesive tape or some other
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available material. (For details of nonelectric priming of demolition
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blocks, see para 2-18).
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Note. For long lengths of time blasting fuse it may be more
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conveinent to pass the end of the fuse through the priming adapter
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before crimping the cap onto the the time fuse.
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i. Attach M60 weatherproof fuse igniter (para 1-57n) as follows:
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(1) Unscrew the fuse holder cap two or three turns but do not
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remove. Press the shipping plug into the igniter to release the split
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collet (fig 1-47), and rotate the plug as it is removed.
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(2) Insert the free end of the time fuse in place of the plug
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until it rests against the primer.
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(3) Tighten the cap sufficiently to hold the fuse in place and
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thus weatherproof the joint.
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(4) To fire, remove the saftey pin, hold the barrel in one hand,
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and pull on the pull ring with the other, taking up the slack before
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making the final strong pull. In the event of a misfire, the M60 can be
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reset quickly without disassembly by pushing the plunger all the way in
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and attempting to fire as before. (It cannot be reset underwater
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however, because water can enter the interior of the nylon case through
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the holes in the pull rod. The fuse igniter is reusable if the primer
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is replaced.)
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Note. The M2 weatherproof fuse igniter (fig 1-46) may be attached
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by sliding the fuse retainer over the end of the fuse, firmly seating
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it, and applying sealing compound at the joint betwwen the time blasting
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fuse and the igniter to protect the open end of the fuse from moisture.
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In firing, hold the barrel in one hand and pull on the other ring with
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the other.
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j. If a fuse igniter is not abailable, light th time blasting fuse
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with a match by splitting the fuse at the end (fig 2-3), placing the
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head of an unlighted match in the powder train, and then light the
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inserted match head with a flaming match or by rubbing the abrasive on
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the match box against it.
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2-3. Nonelectric Misfires
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a. PREVENTION. Working on or near a misfire is the most hazardous of
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all blasting operations. A misfire should be extremely rare if these
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procedures are followed closely:
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(1) Prepare all primers properly.
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(2) Load charges carefully.
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(3) Place primer properly.
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(4) Perform any tamping operation with care to avoid damage to an
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otherwise carefully prepared charge.
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(5) Fire the charge according to the proper technique.
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(6) If possible, use dual firing systems (para 2-13 - 2-16). If
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both systems are properly assembled, the possibility of a misfire is
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reduced to a minimum.
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(7) Do not use blasting caps underground; use detonating cord.
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b. THE CLEARING OF NONELECTRIC MISFIRES. Occasionally, despite all
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painstaking efforts, a nonelectric misfire will occur. Investigation
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and correction should be undertaken only by the man that placed the
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charge. For a charge primed with a nonelectric cap and time blasting
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fuse, the procedure is as follows:
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(1) Delay the investigation of the misfire at least 30 minutes
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after the expected time of detonation. This should be ample time for
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any delayed explosion to take place because of a defective powder train
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in the fuse. Under certain combat conditions, however, immediate
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investigation may be necessary.
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(2) If the misfired charge is not tamped, lay a primed one-pound
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charge at the side of the charge, without moving or disturbing it, and
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fire.
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(3) If the misfired charge has no more than a foot of tamping,
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attempt to explode it by detonating a new 2-pound charge placed on top.
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(4) If the misfired charge is located in a tamped borehole, or if
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the tamped charge is so situated as to make method (3) above
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impractical, carefully remove the tamping by means of wooden or
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nonmetallic tools. Avoid accidentally digging into the charge. Also,
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the tamping may be blown out by means of a stream of compressed air or
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water if either is abailable. Constant checking of the depth of the
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borehole from the ground surface to the top of the charge during digging
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will minimize the danger of striking the charge. When the charge has
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been uncovered within 1 foor, insert and detonate a new 2-pound primer.
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Whenever possible, detonating cord should be used to prime underground
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charges and the blasting cap located above ground (see para 2-10 -
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2-12).
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(5) An alternate method of reaching a deep misfire charge is to
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drill a new hole withing one foot of the old one and to the same depth a
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new 2-pound primed charge is then placed in the new hole to detonate the
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misfired charge. Extreme care is required in drilling the new hole to
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avoid striking the old misfired charge or placing the new charge too far
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away to induce detonation.
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Section II. ELECTRIC FIRING SYSTEMS
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2-4. Components and Assembly for Detonation
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An electric firing system is one in which electricity is used to fire
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the primary initiating element. An electric impulse supplied from a
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power source, usually an electric blasting machine, travels through the
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firing wire and cap lead wires to fire an electric blasting cap. The
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chief components of the system are the electric blasting cap, firing
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wire, and the blasting machine. Detailed information about electric
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blasting equipment is contained in TM 9-1375-203-15. The preparation of
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the explosive charge for detonation by electric means is called electric
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priming. The proper methods and sequence of operations of electric
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priming are described below.
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a. Place Charges. Prepare and place all explosive charges as
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prescribed by the methods in chapter 3. (Details of preparing
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demolition blocks for electric priming are given in para 2-18.)
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b. Lay Out Firing Wire.
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(1) After locating a firing position a safe distance away from the
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charges, lay out the firing wire from the charges to the firing
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position.
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(2) Test the free ends of the firing wire together to prevent an
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electric charge from building up in the firing wire.
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(3) Twist the free ends of the firing wire together to prevent an
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electric charge from building up in the firing wire.
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c. Test Blasting Caps.
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(1) Test each blasting cap to be used in the electric firing
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system as described in paragraph 2-7.
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(2) After each cap has been tested, twist the free ends of the cap
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lead wire together or shunt them with the short circuit shunt provided
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to prevent an electric charge from building up in the cap lead wires.
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d. Connect Service Circuit.
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(1) If two or more electric blasting caps are used, connect their
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lead wires into one of the two series circuits described in paragraph
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2-6.
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(2) If more than 10 blasting caps are used in the series circuit,
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or if the circuit is complicated, it should be tested with the test set
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or galvanometer (para 2-7).
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(3) Splice the free cap lead wire to the firing wire.
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e. Insert Caps Into Charges. Place the blasting caps into the
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explosive charges and fasten the caps securely to the charges (fig 2-4).
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(For details of electric priming of demolition blocks see para 2-18).
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f. Test Entire Circuit.
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(1) Move to the firing position and test the entire firing circuit
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with the test set or galvanometer as described in paragraph 2-7.
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(2) Twist the free ends of the firing wire together.
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g. Test Blasting Machine. Test operate the blasting machine several
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times as outlined in TM 9-1375-203-15 to insure that it operates
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properly.
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h. Connect Blasting Machine.
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(1) Untwist the free ends of the firing wire and fasten them to
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the two posts of the blasting machine.
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(2) Operate the blasting machine to fire the charges.
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i. Precautions.
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(1) TWO OR MORE CAPS. If two or more electric blasting caps are
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connected in the same circuit, be sure that they are of the same type
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and made by the same manufacturer. This is essential to prevent
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misfires, as blasting caps of different manufacturers have different
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electrical characteristics which can result in some caps in the circuit
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not firing because others fire more quickly and thus break the circuit
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before the slower caps have received enough electricity to fire. This
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is not true, however, of the M6 special electric blasting caps--all of
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which are made according to the same specifications. Blasting caps of
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the same manufacturer may be identical by the label, color of the cap,
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or shape of the shunt.
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(2) FIRING THE CIRCUIT. For safety reasons, only one individual
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should be detailed to connect the blasting machine to the firing circuit
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and to fire the circuit. He should be responsible for the care and
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security of the blasting machine at all times during blasting
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activities. He also should either connect the blasting wires in the
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circuit or check their connection by on-the-spot visual examination.
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2-5. Splicing Electric Wires
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Insulated wires, before splicing must have the insulating material
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stripped from the ends. Expose about 3 inches of bare wire (fig 2-5),
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and remove any foreign matter such as enamel by carefully scraping the
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wire with the back of a knife blade or other suitable tools. The wires
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should not be nicked, cut, or weakened when the wires are bared, and
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multiple strand wires should be twisted lightly after scraping.
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a. SPLICING METHOD. Two wires, which have been prepared as described
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above, may be spliced as shown in figure 2-5. THis is called the
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Western Union "pigtail" splice. Two pairs of wires are spliced in the
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same manner as the two wire splice above. One wire of one pair is
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spliced to one wire of the other pair, and the process is repeated for
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the other two wires.
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b. PRECAUTIONS FOR SPLICING. A short circuit may ovvur very easliy
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at a splice if certain precautions are not observed. If pairs or wires
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are spliced, stagger the two separate splices and tie with twine or tape
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as in (1), figure 2-6. An alternate method of preventing a short
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circuit at the point of splice is shown in (2), figure 2-6. The splices
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are separated, not staggered, in the alternate method. Whenever
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possible insulate splices from the ground or other conductors by
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wrapping them with friction tape or othe electric insulating tape. This
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is particularly necessary when splices are place under wet tamping.
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Circuit splices, not taped or insulated, should not lie on moist ground.
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The splices should be supported on rocks, blocks, or sticks so that only
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the insulated portions of the wires touch the ground. THey may also be
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protected by inserting them to hold the splice firmly inside. Splices
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may be protected from damage from pull by tying the ends in an overhand
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or square knot, allowing sufficient length for each splice ((1), fig
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2-5).
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2-6. Series Circuits
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a. COMMON SERIES. This is used for connecting two or more charges
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fired electrically by a single blasting machine (A, fig 2-7). A common
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series circuit is prepared by connecting one blasting cap lead wire from
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the first charge to the once lead wire in the second charge and so on
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until only two end wires are free, then connecting the free ends of the
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cap lead wires to the ends of the firing. Connecting wires (usually
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annunciator wire) are used when the distance between blasting caps is
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greater than the length of the usual cap lead wires.
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b. "LEAPFROG" SERIES. The "leapfrog" method of connecting caps in
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series (B, fig 2-7) is useful for firing ditching charges or any long
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line of charges. It consists of ommitting alternate charges on the way
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and then connecting them to form a return path for the electric impulse
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to reach the other lead of the firing wire. This brings both end wires
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out at the same end of the line of charges, and thus eliminates laying a
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long return lead from the far end of the line charges back to the firing
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wire.
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2-7. Testing Electric Wires, Blasting Caps and Circuits
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a. FIRING WIRE MAY BE TESTED AS FOLLOWS:
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(1) When using M51 blasting cap test set:
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(a) Check test set by connecting the posts with a piece of bare
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wire (para 1-54)(fig 2-8). Th indicator lamp should flash when the
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handle is squeezed.
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(b) Separate the firing wire conductors at bothe ends, and
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connect these at one end to the test set binding posts. Actuate test
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set. The indicator lamp should not flash. If it does, the firing wire
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has a short circuit (fig 2-9).
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(c) Twist the wires together at one end and connect those at the
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other end to the test set posts. Actuate test set. The indicator lamp
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should flash. If it does not flash, the firing wire has a break.
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(2) When using the blasting galanometer:
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(a) Check galvanometer by holding a piece of metal across its
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terminals (para 1-53, fig 2-8). If the batter is good, this should show
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a wide deflection of the needle, approximately 25 units (zero ohms).
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(b) Separate the firing wire conductors at bothe ends, and touch
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those at one end to the galvanometer posts. The needle should not move.
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If it does, the firing wire has a short circuit (fig 2-9).
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(c) Twist the wires together at one end and touch those at the
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other end to the galvanometer posts. This should cause a wide
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deflection of the needle (about 6.5 ohms or 23 to 24 units for a
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500-foot length). (See note at end of d(2), below.) No movement
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indicates a point of break; a slight movement indicates a point of high
|
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resistance whcih may be cause by a dirty wire, loos wire connections, or
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wires with several strands broken off at connections.
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Note. Firing wire may be tested on the reel, but should be
|
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tested again after unreeling, which may separates broken wires unnoticed
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when reeled.
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b. Electric Blasting Caps May be Tested as Follows:
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(1) When using the M51 blasting cap test set:
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(a) Check the test set as described above.
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(b) Remove the short circuit shunt from the lead wires of the
|
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electric blasting cap.
|
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(c) Attach one cap lead wire to one binding post and tie other
|
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cap lead wire to the other post, and squeeze the test set handle. If
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the indicator lamp flashes, the blasting cap is satisfactory. If it
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does not flash, the cap is defective and should not be used. During the
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tes, ALWAYS POINT THE EXPLOSIVE END OF THE BLASTING CAP AWAY FROM THE
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BODY.
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(2) When using the blasting galvanometer:
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(a) Check the galvanomter as described above.
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(b) Remove the short circuit shunt.
|
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(c) Touch one cap lead wire to one galvanometer post and the
|
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cap lead wire to the other. If the galvanometer's needle deflects
|
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slightly less than it did when instrument was tested ((a) above) the
|
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blasting cap is satisfactory; if not, the cap is defective and should
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not be used. During the test, ALWAYS POINT THE EXPLOSIVE END OF THE CAP
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AWAY FROM THE BODY.
|
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Note. If the battery is fresh, the galvanometer should read 25
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units (zero ohms) when the instrument is tested and about 24 units
|
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(about 2 ohms) when a good blasting cap is tested.
|
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|
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c. Series Circuits May Be Tested as Follows:
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(1) Connect charges as shown in figure 208 (either method).
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(2) When using the M51 blasting cap test set, connect the free
|
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ends of the blasting caps lead wires to the test set binding posts. THe
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indicator lamp should flash.
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(3) When using the blasting galvanometer, touch the free ends of
|
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the blasting cap lead wires to the galvanomter posts. This should cause
|
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a wide deflection of the needle.
|
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|
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d. The Entire Circuit May be Tested as Follows:
|
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(1) Splice firing wires to series circuit and move to firing
|
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position.
|
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(2) When using the blasting cap test set connect the free ends of
|
||
the firing wire to the binding posts. The indicatior lamp should flash.
|
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If the lamp does not flash, the circuit is defective.
|
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Note. Since the M51 test set cannot discriminate between a firing
|
||
circuit that is properly set up and once with a short in it, special
|
||
care must be taken in wiring the circuit to avoid shorting.
|
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(3) When using the galvanometer touch the free ends of the firing
|
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wire to the galvanometer posts. This should cause a wide deflectction
|
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of the needle. The magnitude of the deflection depends upon the number
|
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of caps and the length of the firing wire. If there is no deflection,
|
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the circuit is defective. See appendix E for calculation of circuit
|
||
resistance.
|
||
Note. To get a "wide deflection of the needle" the galvanometer
|
||
battery should be in good condition (para 1-53).
|
||
(4) If the firing circuit is defective, shunt wires, Then go down
|
||
range and recheck the circuit, repeating a and b above. If a splice is
|
||
found defective, resplice the wires. If a cap is found defective,
|
||
replace it. Continue to test all caps and wire in the circuit, then
|
||
test the entire circuit again to make sure that all breaks have been
|
||
located before attempting to fire the charge.
|
||
|
||
2-8. Electric Misfires
|
||
|
||
a. PREVENTION OF ELECTRIC MISFIRES. In order to prevent misfires,
|
||
make one individual responsible for all electrical wiring in a
|
||
demolition circuit. He should do all splicing to be sure that--
|
||
(1) All blasting caps are included int the firing circuit.
|
||
(2) All connections between blasting cap wires, connecting wires,
|
||
and firing wires are properly made.
|
||
(3) Short circuits are avoided.
|
||
(4) Grounds are avoided.
|
||
(5) The number of blasting caps in any circuit does not exceed the
|
||
rated capacity of the power source on hand.
|
||
|
||
b. CAUSE OF ELECTRIC MISFIRES. Common specific causes of electric
|
||
misfires include--
|
||
(1) Inoperative or weak blasting machine or power source.
|
||
(2) Improperly-operated blasting machine or power source.
|
||
(3) Defective and damaged connections causing either a short
|
||
circuit, a break in the circuit, or high resistance with resulting low
|
||
current.
|
||
(4) Faulty blasting cap.
|
||
(5) The use in the SAME CIRCUIT of blasting caps (other than M6)
|
||
made by different manufacturers.
|
||
(6) The use of more blasting caps than the power source rating
|
||
permits.
|
||
|
||
c. CLEARING ELECTRIC MISFIRES. Because of the hazards of burning
|
||
charges and delayed explosions, electric misfire must be cleared with
|
||
extreme caution. A burning charge may occur with the use of electric as
|
||
well as nonelectric caps. Misfires of charges primed with detonating
|
||
cord fired by electric blasting caps are cleared as described in
|
||
paragraph 2-12. If the charge is dual-primed electrically and below
|
||
ground, wait 30 minutes before investigating to make sure that the
|
||
charge is not burning; or if dual-primed above ground, wat 30 minutes
|
||
before investigation because a burning charge can set off the second cap
|
||
causing the main charge to detonate. On the other hand, if the
|
||
electric misfire is above ground and the charge is not dual-primed,
|
||
investigate immediately. If the system is below ground and not dual
|
||
primed, proceed as follows--
|
||
(1) Check the firing wire connection to the blasting machine or
|
||
power source terminals to be sure the contacts are good.
|
||
(2) Make two or three more attempts to fire the circuits.
|
||
(3) Attempt to fire again, using another blasting machine or power
|
||
source.
|
||
(4) Disconnect the blasting machine firing wire and wait 30
|
||
minutes before further investigation. Before moving on to the charge
|
||
site, be sure that the firing wires at the power source end of the
|
||
circuit are shunted to aboid any posible static electric detonation.
|
||
(5) Check the entire circuit, including the firing wire, for
|
||
breaks and short circuits.
|
||
(6) If the faul is not above ground, remove the tamping material
|
||
very carefully from the borehole to avoid striking the electric blasting
|
||
cap.
|
||
(7) Make not attempt to remove either the primer or the charge.
|
||
(8) If the fault is not located by the removal of the tamping
|
||
material to withing 1 foot of the charge, place a new electric primer
|
||
and 2 pounds of explosive at this point.
|
||
(9) Disconnect the blasting cap wires of the original primer from
|
||
the circuit, and short the cap's lead wires.
|
||
(10) Connect the wires of the new primer in their place.
|
||
(11) Replace the tamping material.
|
||
(12) Initiate detonation. Detonation of the new primer will fire
|
||
the original primer.
|
||
Note. In some cases it may be more desirable or expedient to
|
||
drill a new hole withing a foot of the old one at the same depth to
|
||
avoid accidental detonations of the old charge and then place and prime
|
||
a new 2-pound charge.
|
||
|
||
2-9 Premature Detonation by Induced Currents and Lightning
|
||
|
||
a. INDUCED CURRENTS. The premature detonation of electric blasting
|
||
caps by induced curret from radio frequency signals is possibl. Table
|
||
2-1 showing the minimum safe distance in respect to transmitter power,
|
||
indicates the distance beyond which it is safe to conduct electrical
|
||
blasting even under the most adverse conditions. This table applies to
|
||
operating radio, radar, and television transmitting equipment. Mobile
|
||
type transmitters and portable transmitters are prohibited within 50
|
||
meters of any elctrical blasting caps or electrical firing system. If
|
||
blasting distances are less than those shown in table 2-1, the only safe
|
||
procedure is to use a nonelectric system, which cannot be prematurely
|
||
detonated by RF currents. If however the use of the electric systme is
|
||
necessary, follow precautions given in TM 9-1300-206. See also AR
|
||
385-63.
|
||
Caution. If electric blasting caps are to be transported near
|
||
operating transmitters or in vehicles (including helicopters) in which a
|
||
transmitter is to be operated, the caps will be placed in a metal can,
|
||
the cover of which must be snug fitting and lap over the body of the can
|
||
to a minimum depth of one-half inch. Caps will not be removed from
|
||
container in proximity to operating transmitter unless the hazard has
|
||
been evaluated and estimated to be acceptable.
|
||
|
||
b. LIGHTNING. Lightning is a hazard to both electric and nonelectric
|
||
blasting charges. A strike or a nearby miss is almost certain to
|
||
initiate either type of system. Lightning strikes, even at remote
|
||
locations, may cause extremely high local earth currents. The effects
|
||
of remote lightning strikes are multiplied by proximity to conducting
|
||
elements, such as those found in buildings, fences, railroads, bridges,
|
||
streams, and underground cables or conduct. Thus, the only safe
|
||
procedure is to suspend all blasting activities during electrical storms
|
||
and when one is impending.
|
||
|
||
c. ELECTRIC POWER LINES. Electric firing should not be performed
|
||
within 155 meters of energised power transmission lines. When it is
|
||
necassary to conduct blasting operations at distances closer than 155
|
||
meters to electrical power lines, nonelectric fire systems should be
|
||
under or the power lines deenergized (AR 385-63).
|
||
|
||
table 2-1:
|
||
______________________________________________________________
|
||
Average or peak ! Minimum distance
|
||
transmitting power ! to transmitter(meters)
|
||
______________________________________________________________
|
||
!
|
||
0-30 ! 30
|
||
30-50 ! 50
|
||
50-100 ! 110
|
||
100-250 ! 160
|
||
250-500 ! 230
|
||
500-1000 ! 305
|
||
1000-3000 ! 480
|
||
3000-5000 ! 610
|
||
5000-20000 ! 915
|
||
20000-50000 ! 1530
|
||
50000-100000 ! 3050
|
||
_______________________________!______________________________
|
||
|
||
|
||
|
||
2-10. Methods of Use
|
||
|
||
Of all firing systems for explosives, a detonating cord firing system is
|
||
probably the most versatile and in many cases the most easily installed.
|
||
It is especially applicable for underwater and underground blasting
|
||
because the blasting cap of the initiating system may remain above the
|
||
water or ground.
|
||
|
||
a. An electric system consisting of an electric blasting cap,
|
||
initiated by a blasting machine or other power source, or a nonelectric
|
||
blasting cap initiated by a fuse igniter and a length of time blasting
|
||
fuse, is used to detonate the cord.
|
||
|
||
b. The blasting cap, electric or nonelectric, is attached to a point
|
||
6 inches from the free end of the detonating cord by numerous wraps of
|
||
string, wire, cloth, or tape.
|
||
|
||
2-11. Detonating Cord Connections
|
||
|
||
A detonating cord clip (fig 1-33) or square knot pulled tight is used to
|
||
splice the ends of detonating cord. At least a 6-inch length should be
|
||
left free at both sides of the knot (fig 2-10). When fabric is used to
|
||
cover the detonating cord, the fabric must not be removed. The knot may
|
||
be placed in water or in the ground but the cord must be detonated from
|
||
a dry end.
|
||
|
||
a. BRANCH LINE CONNECTIONS. A branch line is fastened to a main line
|
||
by means of a clip (fig 1-33) or a girth hitch with one extra turn (fig
|
||
2-11). The angle formed by the branch line and the cap end of the main
|
||
line should not be less than 90 degrees from the direction from which
|
||
the blast is coming; at a smaller angle, the branch may be blown off the
|
||
main line without being detonated. At least 6 inches of the running end
|
||
of the branch line is left free beyond the tie.
|
||
|
||
b. RING MAIN. A ring main is made by bringing the main line back in
|
||
the form of a loop and attaching it to itself with a girth hitch with
|
||
one extra turn (fig 2-12). This will detonate an almost unlimited
|
||
number of charges. The ring main makes the detonation of all charges
|
||
more postitive because the detonating wave approaches the branch lines
|
||
from both directions and the charges will be detonated even when there
|
||
is one break in the ring main. Branch line connections should be made
|
||
perpendicular to the ring main. Kinks in lines should be avoided, and
|
||
curves and angles should not be sharp. Any number of branch lines may
|
||
be connected to the ring main, but a branch line is never connected at
|
||
apoint where the ring main is spliced. In making detonating cord branch
|
||
line connections, avoid crossing lines. However, if this is necessary,
|
||
be sure to have at least one foot of clearance at all points between the
|
||
detonating cords; otherwise, the cords will cut each other and destroy
|
||
the firing system.
|
||
|
||
2-12. Detonating Cord Misfires
|
||
|
||
a. FAILURE OF NONELECTRIC BLASTING CAP. If a nonelectric blasting
|
||
cap attached to detonating cord fails to function, delay the
|
||
investigation for at least 30 minutes. Then cut the detonating cord
|
||
main line between the blasting cap and the charge, and fasten a new
|
||
blasting cap on the detonating cord.
|
||
|
||
b. FAILURE OF ELECTRIC BLASTING CAP. If an exposed electric blasting
|
||
cap fastened to detonating cord fails to fire, disconnect the blasting
|
||
machine immediately and investigate. Test the blasting circuit for any
|
||
breaks or short circuit. Short the firing wire leads before leaving
|
||
firing position to correct the problem. If necessary, replace the
|
||
original blasting cap.
|
||
|
||
c. FAILURE OF DETONATING CORD. If detonating cord fails to function
|
||
at the explosion of an exposed electric or nonelectric blasting cap,
|
||
investigate immediately. Attach a new blasting cap to the detonating
|
||
cord, taking care to fasten it properly.
|
||
|
||
d. FAILURE OF BRANCH LINE. If the detonating cord main line
|
||
detonates but a branch line fails, fasten a blasting cap to the branch
|
||
line and fire it seperately.
|
||
|
||
e. FAILURE OF CHARGE TO EXPLODE. If the charge is above ground, and
|
||
the detonating cord leading to a charge detonates but the charge fails
|
||
to explode, delay the investigation until it is certain that the charge
|
||
is not burning. If the charge is intact, insert a new primer. If the
|
||
charge is scattered by the detonation of the original charge as
|
||
possible, place a new charge if necessary, and reprime. Make every
|
||
attempt possible to recover all explosives scattered by misfire,
|
||
particularly those used in training exercises.
|
||
|
||
Section IV. DUAL FIRING SYSTEMS
|
||
|
||
|
||
2-13. Introduction
|
||
|
||
There is always a certain amount of danger to personnel investigating
|
||
misfires. Since dual priming increases greatly the probability of
|
||
successful, firing, it should be used whenever possible. Dual priming
|
||
consists of two complete systems independent of each other, and each
|
||
capable of firing the same charge. It can be two electric systems, two
|
||
nonelectric systems. Or an electric and nonelectric system.
|
||
|
||
2-14. Nonelectric Dual Firing Systems
|
||
|
||
This consists of two independent nonelectric systems for firing a single
|
||
charge or set of charges. If two or more charges are to be fired
|
||
simultaneously, two detonating cord ring mains are laid out, and abranch
|
||
line from each charge is tied into each ring main. Figure 2-13 shows
|
||
the layout for a nonelectric dual firing system.
|
||
|
||
2-15. Electric Dual Firing System
|
||
|
||
This dual firing system consists of two independent electric circuits,
|
||
each with an electric blasting cap in each charge, so that the firing of
|
||
either circuit will detonate all charges. The correct layout is shown
|
||
in figure 2-14. The firing wires of the two circuits should be kept
|
||
separated so that both will not be cut by a single bullet or a single
|
||
shell fragment. The firing points also should be at two separate
|
||
locations.
|
||
|
||
2-16. Combination Dual Firing System
|
||
|
||
The combination dual firing system uses an electric and nonelectric
|
||
firing system (fig 2-15). Each charge is primed electrically and
|
||
nonelectrically. Both the electric and nonelectric systems must be
|
||
entirely independent of each other. The nonelectric system must be
|
||
fired first.
|
||
|
||
Section V. PRIMING CHARGES
|
||
|
||
2-17. Introduction
|
||
|
||
This section will show nonelectric, electric, and detonating cord
|
||
methods of priming most basic explosives. Certain terminology should be
|
||
clarified since it will appear frequently in this section.
|
||
|
||
a. NONELECTRIC FIRING SYSTEM. A nonelectric firing system consists
|
||
of a fuse igniter, a length of time blasting fuse, and a nonelectric
|
||
blasting cap. (A, fig 2-16).
|
||
|
||
b. ELECTRIC FIRING SYSTEM. An electric firing system consists of a
|
||
blasting machine or some other means of producing current, the necessary
|
||
number of reels of firing wire, and electric blasting cap(s) (B, fig
|
||
2-16).
|
||
|
||
c. DETONATING CORD. Detonating cord can be used to fire several
|
||
charges simultaneously. Charges in several locations can be detonated
|
||
by a single blasting cap wehn detonating cord ring mains are used and
|
||
the charges are primed with detonating cord (para 2-10 - 2-12).
|
||
|
||
2-18. Priming Demolition Blocks
|
||
|
||
a. NONELECTRIC PRIMING. Demolition blocks may or may not have
|
||
threaded cap wells. Priming adapters should be used, if available, to
|
||
secure the nonelectric blasting cap and time blasting fuse to demolition
|
||
blocks with threaded cap wells (fig 2-17, para 1-45 and 2-2).
|
||
(1) If priming adapters are not available but the blocks have
|
||
threaded cap wells, they are primed as follows:(method 1, fig 2-18)
|
||
(a) Wrap a string tightly around the block and tie it securely
|
||
leaving about 6 inches of loose string on each end after making the tie.
|
||
(b) Insert a blasting cap with fuse attached into the cap well.
|
||
(c) Tie the loose string around the fuse to prevent the blasting
|
||
cap from being separated from the block.
|
||
Note. Do not tie the string so tight that powder train is
|
||
broken in the fuse.
|
||
(2) If the demolition block does not have a cap well, proceed as
|
||
follows:
|
||
(a) Make a hole in the end of the block with a pointed
|
||
nonsparking instrument or the pointed handle on the M2 crimpers large
|
||
enough to contain the blasting cap (method 2, fig 2-18).
|
||
(b) Using string, wrap several turns around the explosive and
|
||
tie any knot. Position the tie so it will be at the top of the hole
|
||
when the fused cap is inserted.
|
||
(c) Insert fused cap into hole.
|
||
Note. Never try to force a cap into an expedient cap well that
|
||
is too small to admit it easily. Remove and enlarge hole.
|
||
(d) Tie string around the time fuse at top of hole with two half
|
||
hitches.
|
||
|
||
b. ELECTRIC PRIMING. Here again demolition blocks may or may not have
|
||
threaded cap wells. If the blocks have threaded cap wells, priming
|
||
adapters should be used if available. Proceed as follows:
|
||
(1) Untwist the free ends of the lead wire and fasten them to the
|
||
firing wire (para 2-4).
|
||
(2) Pass the lead wires through the slot of the adapter and pull
|
||
the cap into place in the adapter (fig 2-19).
|
||
(3) Insert the cap into the capwell of the explosive and screw the
|
||
adapter into place.
|
||
|
||
c. If a priming adapter is not available do the following:
|
||
(1) If the block does not have a cap well, make one in the manner
|
||
described in paragraph 2-18a and figure 2-18.
|
||
(2) Untwist the free ends of the lead wire and fasten them to the
|
||
firing wire.
|
||
(3) Insert the electric cap into the cap well and tie the lead
|
||
wires around the block by two half hitches or a girth hitch (fig 2-20).
|
||
Allow some slack in the wires between the blasting cap and the tie to
|
||
prevent any pull on the blasting cap.
|
||
|
||
d. DETONATING CORD PRIMING. Demolition blocks may be primed with
|
||
detonating cord in several ways.
|
||
(1) The method which offers the greatest assurance of detonation
|
||
is to affix a nonelectric blasting cap to the end of the detonating cord
|
||
and place it in the demolation block similar to nonelectric priming
|
||
methods (para 2-19a). The system is then intitiated by a nonelectric or
|
||
electric assembly.
|
||
(2) The common method (A, fig 2-21) lays one end of a 4-foot
|
||
length of detonating cord at an angle across the explosive. The running
|
||
end is tehn given three wraps around the block and the end laid at an
|
||
angle. On the fourth wrap, slip the running end under all wraps
|
||
parallel to the other end and draw tight. Initiate by an electric or
|
||
nonelectric system.
|
||
(3) Alternate method No. 1 is shown in B, figure 2-21. Tie the
|
||
detonating cord around the explosive block (on top of the booster, if
|
||
present) with a clove hitch with two extra turns. The cord must fit
|
||
snugly against the blocks and the loops must be pushed close together.
|
||
Use an electric or nonelectric firing system to initiate the charte.
|
||
(4) Alternate method No. 2 places a loop of detonating cord on the
|
||
explosive with four wraps around the block and loop. The running end is
|
||
pulled through the eye of the loop and tightened (C, fig 2-21). This
|
||
method is also initiated by an electric or nonelectric system.
|
||
Note. Alternate method No. 2 is more applicable to short than to
|
||
long detonation cord branch lines or primers.
|
||
|
||
2-19. Composition C4 and C3 Demolition Blocks
|
||
|
||
a. NONELECTRIC AND ELECTRIC PRIMING. When ever whole blocks or
|
||
portions of blocks of plastic explosives (Composition C4 and C3) are
|
||
used, prime similarly to demolition blocks without cap wells (para
|
||
2-18). Plastic explosives can be cut with a knife and then formed into
|
||
almost any shape.
|
||
|
||
b. DETONATING CORD PRIMING. To prime plastic explosives with
|
||
detonating cord, form either of the two knots shown in figure 2-22.
|
||
Then inser the knot into a block of explosive or a molded piece of
|
||
explosive as shown. In either case, insure that there is at least 1/2
|
||
inch of explosive on all sides of the knot.
|
||
|
||
2-20. Sheet Explosive (M118 and M186 Demolition Charges)
|
||
|
||
a. NONELECTRIC AND ELECTRIC PRIMING. M118 and M186 demolition
|
||
charges may be primed in the following ways:
|
||
(1) Attach blasting cap holder M8 (para 1-46) to one end or side
|
||
of sheet explosive. The blasting cap holder M8 (fig 1-25) is
|
||
self-securing to sheet explosive by means of three slanted, protruding
|
||
teeth which prevent withdrawl. Two dimpled spring arms firmly hold the
|
||
blasting cap in the M8 holder (fig 2-23).
|
||
Note. This holder is supplied in each M118 and M186 demolition
|
||
charge of recent manufacture. It is also available as a separate item
|
||
of issue in quantities of 4,000.
|
||
(2) Cut notch approximately 1.5-inches long and 1/4 inch wide in
|
||
sheet explosive and insert blasting cap to limit of notch; secure
|
||
blasting cap with string, tape or strip of sheet explosive (fig 2-23).
|
||
(3) Place blasting cap on top of sheet explosive and sevure with a
|
||
strip of sheet explosive at least 3" x 3".
|
||
(4) Insert end of blasting cap 1.5 inches between two sheets of
|
||
the explosive.
|
||
|
||
b. DETONATING CORD PRIMING. M118 and M186 demolition charge sheet
|
||
explosive may be primed with detonating cord by attaching a nonelectric
|
||
blasting cap to the end of the detonating cord and following the methods
|
||
outlined in A above. The detonating cord is then attached to a
|
||
nonelectric or electric initiating system.
|
||
|
||
2-21. Dynamite
|
||
|
||
Dynamite can be primed at either end or the side. End priming is used
|
||
when a whole case is fired or when the charges pclaced require no
|
||
tamping. Side priming is used when the charge is placed in a tamped
|
||
borehole to prevent damage to the prime during placement and tamping.
|
||
|
||
a. NONELECTRIC PRIMING.
|
||
(1) END PRIMING METHOD (A, fig 2-24).
|
||
(a) Using the cap crimpers, make a cap well in the end of the
|
||
dynamite cartridge.
|
||
(b) Insert a fused blasting cap.
|
||
(c) Tie the cap and fuse securely in the cartridge with string.
|
||
(2) WEATHERPROOF END PRIMING METHOD. This method helps
|
||
weatherproof the primed charge (B, fig 2-24).
|
||
(a) Unfold the wrapping at the folded end of the dynamite
|
||
cartridge.
|
||
(b) Use the cap crimpers and make a cap well in the exposed
|
||
dynamite.
|
||
(c) Insert a fused blasting cap into the cap well.
|
||
(d) Close the wrapping around th fuse and fasted securely with
|
||
string or tape.
|
||
(e) Apply weatherproof sealing compound to the tie.
|
||
(3) SIDE PRIMING METHOD. (fig 2-25).
|
||
(a) Use the cap crimpers and make a cap well about 1.5 inches
|
||
from one end of the dynamite cartridge. Slant the cap well so that the
|
||
blasting cap, when insterted, will be nearly parallel with the side of
|
||
the cartridge and the explosive end of the cap will be at a point at
|
||
about the middle of the cartridge.
|
||
(b) Insert a fused blasting cap into the hole.
|
||
(c) Tie a string securely around the fuse and then wrap it
|
||
tightly around the cartridge making two or three turns before tying it.
|
||
(d) The primed cartridge may be weatherproofed by wrapping a
|
||
string closely around the cartridge, extending it an inch or so on each
|
||
side of the hold to cover it completely. Then cover the string with
|
||
weatherproof sealing compound.
|
||
|
||
b. ELECTRIC PRIMING.
|
||
(1) END PRIMING METHOD (A, fig 2-26).
|
||
(a) Use the cap crimpers and make a cap well in the end of the
|
||
cartridge and insert an electric blasting cap as shown in a(1) above.
|
||
(b) Tie the lead wires around the cartridge with two half
|
||
hitches or a girth hitch.
|
||
(2) SIDE PRIMING METHOD (B, fig 2-26).
|
||
(a) Make a cap well in the side of the cartridge and insert an
|
||
electric blasting cap as outlined a(3) above.
|
||
(b) Tie the lead wire around the cartridge with a girth hitch or
|
||
two half hitches or fasten with string or tape.
|
||
|
||
c. DETONATING CORD PRIMING. Dynamite cartridges may be primed with
|
||
detonating cord by attaching a nonelectric blasting cap to the end of
|
||
the detonating cord and following any of the methods for nonelectric
|
||
priming outlined in A above. Dynamite may also be primed by lacing the
|
||
detonating cord through it. This is used chiefly in boreholes,
|
||
ditching, or removal of stumps. Punch four equally-spaced holes through
|
||
the dynamite cartridge and lace the detonating cord through them as
|
||
shown in figure 2-27.
|
||
|
||
2-22. 40-Pound Ammonium Nitrate Cratering Charge
|
||
|
||
a. NONELECTRIC PRIMING (fig, 2-28).
|
||
(1) Place a fused nonelectric blasting cap in the cap well on the
|
||
side of the container.
|
||
(2) Tie a string around the fuse and then around the cleat above
|
||
the cap well.
|
||
(3) Dual prime as outlined in D below.
|
||
|
||
b. ELECTRIC PRIMING. (fig 2-28).
|
||
(1) Place an electric blasting cap in the cap well on the side of
|
||
the container.
|
||
(2) Tie the lead wires around the cleat above the cap well.
|
||
(3) Dual prime as outlined in D below.
|
||
|
||
c. DETONATING CORD PRIMING (A, fig 2-29).
|
||
(1) Pass the end of the detonating cord through the tunnel on the
|
||
side of the can.
|
||
(2) Tie an overhand knot on the portion passed through at least
|
||
6-inches from the end.
|
||
(3) Dual prime as outlined in D below.
|
||
|
||
d. DUAL PRIMING (B, fig 2-29). To insure positive detonation of the
|
||
ammonium nitrate cratering charge all charges should be dual primed with
|
||
a 1-pound brick of explosive taped to the side of the charge near the
|
||
cap well or detonating cord tunnel to detonate the TNT booster in the
|
||
center of the charge. This demolition block may be primed by the same
|
||
method the cratering charge is primed. Both charges should be primed to
|
||
detonate simultaneously.
|
||
|
||
e. PRECAUTIONS. As ammonium nitrate is hygroscopic and becomes
|
||
ineffective if it has absorbed moisture (para 1-33), the metal container
|
||
must be carefully inspected for damage or rusting that would indicate
|
||
that the ammonium nitrate had absorbed moisture. Damaged or rusted
|
||
charges should not be used. For safety in priming use detonating cord
|
||
whenever charges are placed underground.
|
||
|
||
2-23. Shaped Charges
|
||
|
||
a. NONELECTRIC AND ELECTRIC PRIMING. The M2A3, M2A4, M3 and M3A1
|
||
shaped charges have a threaded cap well at the top of the rear cone.
|
||
They may be primed by means of a blasting cap and priming adapter as
|
||
shown in figure 2-30. If a priming adapter is not available, the primer
|
||
may be held in the cap well with string, piece of cloth or tape.
|
||
|
||
b. DETONATING CORD PRIMING. Shaped charges are primed with
|
||
detonating cord by attaching a nonelectric blasting cap to the end of
|
||
the detonating cord and following the procedure in A above.
|
||
|
||
c. DUAL-PRIMING. As shaped charges must be detonated from the center
|
||
of the rear of the cone for maximum effectiveness, conventional methods
|
||
of dual priming are not applicable to shaped charges.
|
||
|
||
2-24. Bangalore Torpedo
|
||
|
||
a. NONELECTRIC PRIMING. The bangalore torpedo may be primed by
|
||
assembling alength of time blasting fuse and a nonelectric blasting cap
|
||
in a priming adapter and screwing the assembly into the cap well of a
|
||
torpedo section (A, fig 2-31). A section may also be primed
|
||
nonelectrically by a pull type firing device, with a nonelectric
|
||
blasting cap crimped on the base, screwed into the cap well (B, 2-31).
|
||
|
||
b. ELECTRIC PRIMING. The bangalore torpedo may be primed electrically
|
||
by assembling a blasting cap and priming adapter and screwing the
|
||
assembly into the cap well of a torpedo section (C, fig 2-31).
|
||
|
||
|
||
CHAPTER 3
|
||
|
||
CALCULATION AND PLACEMENT OF CHARGES
|
||
-----------------------------------------------------------------------------
|
||
|
||
Section I. INTRODUCTION
|
||
|
||
3-1. Critical Factors in Charge Calculations
|
||
|
||
The amount of explosive used in any demolition project is determined by
|
||
formula calculations based on the critical factors listed below.
|
||
|
||
a. TYPE AND STRENGTH OF MATERIAL. A demolition target may be
|
||
constructed of timber, steel, concrete or some other material.
|
||
Concrete may reinforced with steel thereby increasing its strength.
|
||
Formulas for computing specific charges for timber, steel, concrete, and
|
||
so on, are given in succeeding sections of this chapter.
|
||
|
||
b. SIZE AND SHAPE OF TARGET. Consideration must be given to the size
|
||
and shape of the target. For example, large targets, such as concreter
|
||
piers, and oddly shaped targets, such as steel I-beams, may be more
|
||
economically attacked by multiple charges than a single charge.
|
||
|
||
c. DESIRED DEMOLITION EFFECT. The extent of demolition desired and
|
||
other effects, such as direction of falling trees to construct an
|
||
abatis, must be considered.
|
||
|
||
d. TYPE OF EXPLOSIVE. The particular characteristics of each type of
|
||
explosive make it applicable to certain demolition projects, in
|
||
preference to others. The relative effectiveness of each type of
|
||
explosive must be considered in each formula calculation. Explosive
|
||
Charges used in military operation and their relative effectiveness
|
||
factors are shown in table 1-2.
|
||
|
||
e. SIZE AND SHAPE OF CHARGE. The amount of explosive is calculated
|
||
by each demolition formula, but, in the absence of special placement
|
||
techniques, when external charges are used, a flat square charge with a
|
||
thickness to width ratio of 1 to 3 or more will give acceptable results.
|
||
In general, charges less than 5 pounds should be 1 inch thick (one M112
|
||
demolition block; charges 5 pounds to 40 pounds should be 2 inches thick
|
||
(one M5A1 demolition block); and charges 40 pounds or more should be 4
|
||
inches thick (one M-183 demolition assembly). A more detailed
|
||
discussion of charge thickness is found in paragraph 3-2b.
|
||
|
||
f. CHARGE PLACEMENT.
|
||
(1) Charges should be placed at the position that will provide
|
||
maximum effectiveness. For cratering, they are place in holes in the
|
||
ground; for breaking or collapsing stone or concrete, they are properly
|
||
located on the surface or in boreholes; for cutting timber they may be
|
||
tied on the outside or placed in boreholes, whichever is the more
|
||
practical.
|
||
(2) Charges are fastened to the target by wire, adhesive compound,
|
||
tape, or string; propped against the target by means of a wooden or
|
||
metal frame made of scrap or other available materials; or placed in
|
||
boreholes. Special accessories are issued for this purpose--adhesive
|
||
compound, the rivet-punching powder-actuated driver, the earth auger,
|
||
and pneumatic tools (para 1-58).
|
||
|
||
g. METHOD OF INITIATION. Generally the method of initiation is not
|
||
critical unless the demolition charge is of a special type such as a
|
||
shaped charge or diamond charge.
|
||
|
||
h. TAMPING. The detonation of an explosive produces pressure in all
|
||
directions. If the charge is not completely sealed in or confined or if
|
||
the material surrounding the explosive is not equally strong on all
|
||
sides, the explosive force breaks through the weakest spot and part of
|
||
the destructive force is lost. To retain as much of this explosive
|
||
force as possible, material is packed around the charge. This material
|
||
is called tamping material or tamping, and the process, tamping. On the
|
||
other hand, an internal charge (one placed in the target to be
|
||
destroyed) is confined by packing material in the borehole on top of the
|
||
charge as is done in quarrying and cratering. This is called stemming.
|
||
|
||
3-2. Principles of Demolition
|
||
|
||
a. EFFECTS OF DETONATION. When a high explosive detonates, the
|
||
explosive changes violently into compressed gas at extremely high
|
||
pressure. The rate of change is determined among other things by the
|
||
type of explosive and the density, confinement, and dimensions of the
|
||
charge. Thus the detonation releases tremendous pressure in the form of
|
||
a compressive shock wave which, although it exist for only a few
|
||
micro-seconds at any given point, may shatter and displace objects in
|
||
its path as it proceeds from its point of origin. This shock wave is
|
||
transmitted directly to any substance in contact with the charge, other
|
||
characteristics being equal. A high explosive charge detonated in
|
||
direct contact with a solid object produces three different easily
|
||
detectable destructive effects.
|
||
(1) CRATERING. The surface of the object directly under the
|
||
explosive charge will be cratered. On a concrete surface the high
|
||
pressure of the compressive shock wave crumbles that material in the
|
||
immediate vicinity of the charge, forming the crater. On a steel target
|
||
an indentation or depression with an are about the size of the contact
|
||
area of the charge is made in the surface of the plate.
|
||
(2) SPALLING. Providing that the charge is of sufficient size,
|
||
the opposite side of the object will be spalled. The strong compressive
|
||
shock wave transmitted into the material expands spherically losing
|
||
energy as it moves through the material. If the target has a free
|
||
surface on the side opposite the charge, the compressive shock wave will
|
||
be reflected as a tensile shock wave from that free surface because of
|
||
the difference in density between the target and the air. Reflection of
|
||
the compressive shock wave as a tensile shock wave causes spalling of
|
||
the target free surface, wherein a portion of the material is literally
|
||
torn from the free surface. On a concrete wall, depending upon the
|
||
relative size of the charge and thickness of the wall, the crater and
|
||
spalls meet and form a hole through the wall. On a steel plate, usually
|
||
only one spall, approximately the shape of the explosive charge, is
|
||
thrown from the plate.
|
||
(3) CRACKING. If the explosive charge is of sufficient size the
|
||
high pressure gases from the explosive charge will create a pressure
|
||
load on the object that will crack and displace the material beyond the
|
||
extent of the crater and spall. These cracks will radiate from the
|
||
charge position. On concrete walls, this craking may be extensive
|
||
enough to break the wall into a large number of chunks which are
|
||
projected away from the charge position. On steel plates, the material
|
||
may be bent away from the charge position.
|
||
|
||
b. SIGNIFICANCE OF CHARGE DIMENSIONS. The force of an explosion is
|
||
proportional to the quantity and power of the explosive, but the
|
||
destructitve effect depends, in part, on the manner that the explosive
|
||
force is directed at the target. An optimum relation must exist between
|
||
the area of the charge in contact with the target and charge thickness
|
||
in order to transmit the greatest shock. If any given wight of
|
||
explosive, calculated to cut a given target, is spread too thinly, there
|
||
will be insufficient space for the shock wave to attain full velocity
|
||
before striking the target. The shock wave will tend to travel more
|
||
nearly parallel than normal to the surface over much of the area, and
|
||
the volume of the target will be excessive for the strength of the shock
|
||
wave. On the other extreme, a thick charge with a small contact area
|
||
will transmit the shock wave over too little of the target with
|
||
excessive lateral loss of energy. Test results have demonstrated that
|
||
the optimum ratio of charge thickness to charge width is about 1:3 for
|
||
contact steel cutting charges on structural steel 3 inches or less, and
|
||
ranges from about 1:6 to 1:14 for rectangualar external untamped
|
||
breaching charges for reinforced concrete from 1 to 7 feet thick.
|
||
|
||
c. SIGNIFICANCE OF CHARGE PLACEMENT. The destructive effect of an
|
||
explosive charge is also dependent upon the contact between the
|
||
explosive and the target and the location of the charge in relation to
|
||
target size and shape.
|
||
(1) For the maximum destructive effect an explosive charge with a
|
||
configuration and deimensions optimum for the size and shape of the
|
||
target must be detonated in intimate contact with the target. Any
|
||
significant air or water gap between the target and the explosive will
|
||
not transmit the complete force of the shock wave into the target.
|
||
Certain explosives, such as sheet explosive or plastic explosives, are
|
||
more desirable for certain targets because they may be cut or molded to
|
||
fit odd shaped targets.
|
||
(2) Explosive charges are placed to act through the least
|
||
dimension of the target whenever possible. In terms of the maximum
|
||
destructive effect for the least amount of explosive, internal charges
|
||
are the best. The tamping of external charges increases their
|
||
destructive effect.
|
||
|
||
3-3. Types of Charges
|
||
|
||
a. INTERNAL CHARGES. Internal charges are charges placed in
|
||
boreholes in the target. These are confined by tightly packing sand,
|
||
wet clay, or other material (stemming) into the opening. This is tamped
|
||
and packed against the explosive to fill the hole all the way to the
|
||
surface. In drill holes, the explosive (usually dynamite) is tamped as
|
||
it is loaded into the hole. Refer to TM 5-332 for details of quarry
|
||
practice.
|
||
|
||
b. EXTERNAL CHARGES. These charges are placed on the surface of the
|
||
target. They are tamped by covering them with tightly packed sand, clay
|
||
or other dense material. Tamping may be in sandbags or loose. For
|
||
maximum effectiveness the thickness of the tamping should at least equal
|
||
the breaching radius. Small breaching charges on horizontal surfaces
|
||
are sometimes tamped by packing several inches of wet clay or mud around
|
||
them. This process is called mudcapping.
|
||
|
||
3-4. Charge Selection and Calculation
|
||
|
||
a. CHARGE SELECTION. The selection of the optimum explosive charge
|
||
for successful demolition operations is a balance between the important
|
||
factors listed above and the practical aspects of the type of target,
|
||
the type and amount of explosives available, the amount and type of
|
||
material (such as sandbags) and equipment available, the amount of
|
||
manpower available, and, probably most important, the time available to
|
||
accomplish the mission. Formulas for computing specific charges and
|
||
methods of their placement are given below. Formulas based on metric
|
||
measurements are given in appendix B.
|
||
|
||
b. CHARGE CALCULATION. The formulas in this chapter give the weight
|
||
of explosive required for a demolition task P in pounds of TNT. If
|
||
explosives other than TNT are used, the value of P must be adjusted
|
||
according to the strength of these other explosives. The adjusted value
|
||
of P corrected weight of explosive required, is computed by dividing the
|
||
P value of TNT by the relative effectiveness factor for the explosive
|
||
to be used.
|
||
|
||
c. ROUNDING OFF RULE. When using explosives, NEVER use less than the
|
||
calculated amount. Some explosives like plastic explosive (C4) and
|
||
sheet explosive (M118 and M186) can be cut to the desired amount, while
|
||
with other explosives the ability to size explosives is limited. For
|
||
charges calculated by formula, use the following rounding off method:
|
||
(1) Claculate the weight of a single charge for TNT using the
|
||
selected demolition formula to at least two decimals.
|
||
(2) Divide by the relative effectiveness factor, if required.
|
||
(3) Round up answer for single charge to next package size.
|
||
(4) Multiply answer for single charge by the number of charges to
|
||
obtain the total amount of explosive required.
|
||
|
||
Section II. TIMBER-CUTTING CHARGES
|
||
|
||
3-5. Size and Placement of Charge
|
||
|
||
a. TYPE OF EXPLOSIVE USED. For tamped internal charges in boreholes,
|
||
dynamite is generally used, as it is the most convenient to place
|
||
because of the size of the cartridge and is powerful enough because it
|
||
is confined. For untamped concentrated external charges, block
|
||
explosive (TNT, Tetrytol, and Composition C4) is used, as it is easily
|
||
tied or fastened on its effectiveness in relation to that of TNT
|
||
(relative effectiveness factor). For untamped external ring charges,
|
||
plastic explosive (Composition C4) or sheet explosive (M118 or M186) is
|
||
used, as it is easily fastened to the target and molded around the
|
||
target. It is impractical to attempt to cut all kinds of timber with
|
||
charges of a size calculated from a single formula. THere is too much
|
||
variation in different kinds of timber from locality to locality.
|
||
Accordingly, test shots must be made to determine the size of the charge
|
||
to cut a specific type of timber. Formulas for the calculation of these
|
||
test shots are provided for tamped internal charges, and untamped
|
||
external charges. They are as follows:
|
||
|
||
b. FORMULA FOR TAMPED INTERNAL CHARGES. Tamped internal cutting
|
||
charges may be calculated by the following formula:
|
||
P = D<>/250 or P = .004 D<> where,
|
||
P = Pounds of TNT required,
|
||
D = diameter or least dimension of dressed timber, in inches, and
|
||
1/250 = .004 = constant
|
||
The amount of explosive required to cut a 15-inch diameter tree,
|
||
using tamped internal charges is determined as follows:
|
||
P = D<>/250 = 225/250 = .9 of 1 pound of TNT
|
||
Note. See rounding off rule, paragraph 3-4c.
|
||
|
||
c. INTERNAL CHARGE PLACEMENT. The charge is placed in a borehole
|
||
parallel to the greatest dimension of cross section and tightly tamped
|
||
with moist earth. If the charge is too large to be placed in one
|
||
borehole, bore two holes side by side in dimensional timber. On round
|
||
timber, bore two holes at approximately right angles to each other, but
|
||
do not intersect (fig 3-1). Both boreholes are tamped and the charges
|
||
are fired simultaneously.
|
||
|
||
d. FORMULA FOR UNTAMPED EXTERNAL CHARGES. For cutting trees, piles,
|
||
posts, beams or other timber members using explosives as an untamped
|
||
external charge, the following formula is used:
|
||
P = D<>/40 or P = .025 D<> where,
|
||
P = pounds of TNT required,
|
||
D = diameter of round timber, or least dimension of dressed
|
||
timber, in inches, and
|
||
1/40 = .025 = constant.
|
||
Adjustment for explosive other than TNT will be made by dividing by the
|
||
relative effectiveness factor (table 1-2) that pertains to the
|
||
particular explosive being used. The amount of explosive required to
|
||
cut a round timber 30 inches in diameter using an untamped external
|
||
charge is determined as follows:
|
||
P = D<>/40
|
||
P = (30)<29>/40 = 900/40 = 22.50 pounds of TNT.
|
||
|
||
e. CONCENTRATED EXTERNAL CHARGE PLACEMENT. For maximum destructive
|
||
effect concentrated charges should be of rectangular configuration, 1 to
|
||
2 inches thick and approximately twice as wide as they are high.
|
||
Charges are placed as close as possible to the surface of the timber
|
||
(fig 3-2). Frequently it is desirable to notch the tree or timber to
|
||
hold the explosive in place. If the tree or timber is not round and the
|
||
direction of fall is of no concern, the explosive is placed on the
|
||
widest face so that the cut will be through the least thickness. The
|
||
tree will fall toward the side where the explosive is placed, unless
|
||
influenced by lean or wind. Charges on rectangular or square dressed
|
||
timber are placed as shown in figure 3-3.
|
||
|
||
f. RING CHARGE PLACEMENT. The ring charge (fig 3-4) is placed as a
|
||
band of explosive completely circling the tree. The width of the
|
||
explosive band should be as wide as possible, and a minimum of 1/2 inch
|
||
thick for small diameter trees, and 1 inch thick for medium- and large-
|
||
diameter trees up to 30 inches. This technique is used when the
|
||
direction of fall is not important and the elimination of stumps is
|
||
important, e.g., explosive clearing for a helicopter landing zone. The
|
||
amount of explosive is calculated by the external charge formula.
|
||
|
||
3-6. Abatis
|
||
|
||
a. FORMULA FOR PARTIALLY CUTTING TREES TO CREATE AN OBSTACLE OR
|
||
ABATIS. When cutting trees and leaving them attached to the stumps to
|
||
create an obstacle, the formula P = D<>/ro or P = .02D<EFBFBD> is used to
|
||
compute the amount of TNT required for the test shot. The result of the
|
||
test shot will determine the need for increasing or decreasing the
|
||
amount of explosives required for subsequent shots.
|
||
|
||
b. PLACEMENT OF ABATIS CHARGE. Charges for making fallen-tree
|
||
obstacles are placed as a concentrated external charge the same as in
|
||
paragraph 3-5c, except that they are placed approximately 5 feet above
|
||
ground level. The tree will fall toward the side where the explosive is
|
||
placed, unless influenced by lean or wind. To make the direction of
|
||
fall more certain, a "kicker charge", a one pound block of explosive,
|
||
placed about two-thirds of the distance up the tree on the opposite side
|
||
may be used (fig 3-2).
|
||
|
||
c. SPECIAL CONSIDERATIONS. To be effective these obstacles should be
|
||
at least 75 meters in depth and the felled trees should extend at a 45
|
||
degree angle toward the enemy. The trees on one side of the road should
|
||
not be cut simultaneously, followed by the cutting of the trees on the
|
||
other side of the road. Delayed blasting of the second row of trees is
|
||
necessary to provide time for the trees in the first row to fall and
|
||
thereby eliminate the possibility of trees deflecting one another from
|
||
their desired direction of fall. Likewise, in selection of trees to
|
||
blast for abatis obstacles, the trees in a row should be selected
|
||
spacing great enough to allow the trees to fall without interference
|
||
from other falling trees in the same row. To make the obstacles more
|
||
difficult to remove, they should be mined, boobytrapped, entangled with
|
||
barbed wire or concertina, and covered by fire.
|
||
|
||
Section III. STEEL-CUTTING CHARGES
|
||
|
||
3-7. Cutting Steel With Explosives
|
||
|
||
a. IMPORTANT FACTORS. In the preparation of steel-cutting charges,
|
||
the factors of type, size and placement of the explosive are important
|
||
for successful operations. The confinement or tamping of the charge is
|
||
rarely practical or possible. Formulas for the computation of the size
|
||
of the charge vary with the type of steel--structural, high carbon, and
|
||
so forth. Placement of the charge in direct contact with the target is
|
||
more important with steel than with other materials.
|
||
(1) FORMULA FOR STRUCTURAL STEEL. Charges to cut I-beams,
|
||
builtup girders, steel plates, columns, and other structural steel
|
||
sections are computed by formal as follows:
|
||
P = 3/8 A or P = 0.375 A where,
|
||
P = pounds of TNT required,
|
||
A = cross-section area, in square inches, of the steel member to
|
||
be cut, and
|
||
3/8 = 0.375 = constant
|
||
(2) FORMULA FOR OTHER STEELS.
|
||
(a) The formula below is recommended for the computation of
|
||
block cutting charges for high-carbon or alloy steel, such as that found
|
||
in machinery.
|
||
P = D<>
|
||
P = pounds of TNT
|
||
D = diameter or thickness in inches of section to be cut.
|
||
(b) For round steel bars, such as concrete reinforcing rods,
|
||
where the small size makes charge placement difficult or impossible and
|
||
for chains, cables, and steel rods, of a diameter of 2 inches or less,
|
||
use
|
||
P = D
|
||
P = pounds of TNT
|
||
D = diameter in inches of section to be cut.
|
||
Such steel, however, may be cut by "rule of thumb:"
|
||
For round bars up to 1 inch in diameter, use 1 pound TNT.
|
||
For round bars over 1 inch up to 2 inches in diameter, use 2 pounds
|
||
of TNT.
|
||
(3) RAILROAD RAIL. The height of ralroad rail is the critical
|
||
dimension for calculating explosive required. Rails 5 inches or more in
|
||
height may be cut with 1 pound of TNT. For rails less than 5 inches in
|
||
height, 1/2 pound of TNT is adequate.
|
||
(4) PROBLEM:
|
||
Determine the amount of TNT required to cut the steel I-beam shown in
|
||
figure 3-5. THe solution is given in the figure.
|
||
(5) PROBLEM:
|
||
How much TNT is needed to cut the steel chain in figure 3-6? The
|
||
solution is given in figure 3-6. Notice that the link is to be cut in
|
||
two places (one cut on each side) to cause complete failure. If the
|
||
explosive is long enough to bridge both sides of the link, or large
|
||
enough to fit snugly between the two links, use one charge; but if it is
|
||
not, use two separately primed charges.
|
||
(6) USE OF THE TABLE IN MAKING CALCULATIONS. Table 3-1 shows the
|
||
correct weight of TNT necessary to cut steel sections of various
|
||
dimensions calculated from the formula P = 3/8 A.
|
||
In using this table:
|
||
(a) Measure separately the rectangular sections of members.
|
||
(b) Find the corresponding charge for each section by using the
|
||
table.
|
||
(c) Total the charges for the sections.
|
||
(d) Use the next larger given dimension if dimensions of section
|
||
do not appear in the table.
|
||
(7) SOLUTION.
|
||
The problem in figure 3-5 may be solved as folows:
|
||
Charge for flanges: Charge for web:
|
||
width = 5 inches height = 11 inches
|
||
thickness = 1/2 inch thickness = 3/8 inch
|
||
Charge from table = Charge from table =
|
||
1.0 pounds 1.6 pounds
|
||
Total charge: 2 flanges = 2 x 1.0 = 2.0 pounds
|
||
web = 1 x 1.6 = 1.6 pounds
|
||
----------
|
||
3.6 pounds
|
||
Use 4 pounds of TNT.
|
||
|
||
b. FORMULAS FOR PLASTIC OR SHEET EXPLOSIVE CHARGES. When using
|
||
plastic explosives (M5A1 or M112) charges or sheet explosive (M118 or
|
||
M186) charges, which may be cut to fit the target and attached to the
|
||
surface of the target with little or no air gap, the following formulas,
|
||
based upon optimum charge configuration and optimum contact with the
|
||
target, may be used. The following charge calculations are based upon
|
||
the dimensions of the target, and with some practice these charges may
|
||
be calculated, prepared, and placed in less time than the charges
|
||
calculated by the formulas listed above. Thes charges may also be
|
||
prepared in advance for transportation to the site by wrapping them in
|
||
aluminum foil or heavy paper. The wrapper should be removed when the
|
||
charge is attached to the target. When preparing these charges the
|
||
explosive should be cut to the proper dimensions, not molded, as molding
|
||
the explosive will reduce its density thereby decreasing its
|
||
effectiveness.
|
||
(1) RIBBON CHARGE METHOD. The charge, if properly calculated and
|
||
placed, cuts stell with considerably less explosive than standard
|
||
charges. It is effective on noncircular steel targets up to 3 inches
|
||
thick (fig 3-7). Although this charge is based upon the used of C4
|
||
plastic explosive, sheet explosive may be used provided the 1/4- by 3 by
|
||
12-inch sheets of flexible explosive are used intact and complete
|
||
charges are at least 1/2 inch thick.
|
||
(a) CALCULATION. The effectiveness of the explosive depends
|
||
upon the width and thickness of the explosive. THe thickness of the
|
||
charge is one half the thickness of the stell. The width of the charge
|
||
is three times the thickness of the charge. The length of the charge
|
||
should be equal to the length of the desired cut.
|
||
(b) EXAMPLE. Determine the thickness and width of a ribbon
|
||
charge for cutting a steel plate 1 inch thick.
|
||
Charge thickness = 1/2 steel thickness
|
||
Charge thickness = 1/2(1) = 1/2 inch
|
||
Charge width = 3 times charge thickness
|
||
Charge width = 3(1/2) = 3/2 = 1 1/2 inches
|
||
Charge is 1/2 inch thick and 1 1/2 inches wide.
|
||
(c) DETONTATION. The ribbon charge may be detonated from the
|
||
center or from either end. It may be necessary when the charge
|
||
thickness is small (less than 3/4 inch) to place extra explosive around
|
||
or over the blasting cap.
|
||
(d) USE OF STRUCTURAL STEEL SECTIONS. The ribbon charge
|
||
(computed by formula given in (b) above) has proven applicable to
|
||
cutting structural steel sections (fig 3-8).
|
||
On wide-flange or I-beams of less than 2 inches of steel thickness, a
|
||
C-shaped charge is placed on one side to cut the web and half the top
|
||
and bottom flanges. THe other sides of these flanges are cut by two
|
||
offset ribbon charges, placed so that once edge is opposite the center
|
||
of th C-shaped charge as shown in A, figure 3-8. For beams with steel
|
||
thickness of 2 inches and over, the offset charges are placed so that
|
||
one edge is opposite the edge of the C-shaped charge as shown in B,
|
||
figure 3-8. FOr acceptable results, the charges must be detonated at
|
||
the SAME INSTANT. This is accomplished by priming the charges with
|
||
three exactly EQUAL LENGTHS of detonating cord with blasting caps
|
||
attached and placed in the charges as shown in C, figure 3-8. The
|
||
detonating cord primer may be initiated by an electric or nonelectric
|
||
system. Simultaneous detonation may also be accomplished with M6
|
||
electric blasting caps wired in series in the same circuit.
|
||
(2) CROSS FRACTURE METHOD (SADDLE CHARGE) FOR CUTTING MILLED STEEL
|
||
BARS. This method of steel cutting utilizes the destructive effect of
|
||
the end split or cross fracture formed in steel at the end of a charge
|
||
opposite the end where detonation was initiated. This technique may be
|
||
used on round, square, or rectangular milled steel bars up to 8 inches
|
||
square or 8 inches diameter. The cross fracture method uses a charge
|
||
cut in the shape of a triangle and is called a SADDLE CHARGE (fig 3-9).
|
||
(a) CALCULATION. The dimensions of the saddle charge are
|
||
computed from the dimensions of the target as follows:
|
||
Thickness of charge = 1 inch (thickness of M112 block of plastic
|
||
explosive).
|
||
Base of charge = 1/2 circumference of target.
|
||
Long axis of charge = Circumference of target.
|
||
(b) EXAMPLE. Determine the dimensions of a charge for cutting a
|
||
shaft 18 inches in circumference (may be measured with a string).
|
||
Thickness = 1 inch
|
||
Base = 1/2 x 18 = 9 inches
|
||
Long axis = 18 inches
|
||
Charge is 9 inches at base, 18 inches at long axis, and 1 inch thick.
|
||
(c) DETONATION. Detonation of the saddle charge is by the
|
||
placement of a military electric or nonelectric blasting cap at the apex
|
||
of the long axis.
|
||
(d) PLACEMENT. The long axis of the saddle charge should be
|
||
parallel with the long axis of the target. THe charge should be cut to
|
||
the correct shape and dimensions and then molded around the target,
|
||
taking care to insure that the charge is in intimate contact with the
|
||
target. This may be accomplished by taping the charge to the target.
|
||
|
||
(3) STRESS WAVE METHOD (DIAMOND CHARGE). This method of steel
|
||
cutting utilizes the destructive effect of tensile fractures induced
|
||
through the interaction of two colliding shock wave fronts from an
|
||
explosive charge simultaneously detonated at opposite ends. This
|
||
techniquie may be used on high carbon steel or steel alloy bars either
|
||
circular or square in cross section. The stress wave method uses a
|
||
charge cut in the shape of a diamond, and thus called a diamond charge
|
||
(fig 3-10).
|
||
(a) CALCULATION. The dimensions of the diamond charge are
|
||
computed from the dimensions of the target as follows:
|
||
Thickness of charge = 1 inch (thickness of M112 block of plastic
|
||
explosive).
|
||
Long axis of charge = Circumference of target.
|
||
Short axis of charge = 1/2 the circumference of the target.
|
||
(b) EXAMPLE. Determine the size of a charge for cutting a steel
|
||
alloy shaft 15 inches in circumference.
|
||
Thickness = 1 inch
|
||
Long axis = 15 inches
|
||
Short axis = 1/2 x 15 = 7 1/2 inches
|
||
Charge is 15 inches at long axis, 7 1/2 inches at short axis, and 1 inch
|
||
thick.
|
||
(c) DETONATION. The detonation of diamond charge must be done
|
||
SIMULTANEOUSLY from both short axis ends. This may be done by priming
|
||
with two pieces of detonating cord of the SAME LENGTH with nonelectric
|
||
blasting caps crimped to the ends. The detonating cord primers may be
|
||
detonated with an electric or nonelectric blasting cap. Simultaneous
|
||
detonation may also be accomplished with M6 electric blasting caps wired
|
||
in series in the same circuit.
|
||
(d) PLACEMENT. Wrap the explosive completely around the target
|
||
so that the ends of the long axis touch. It may be necessary to
|
||
slightly increase the dimensions of the charge so this may accomplished.
|
||
If necessary to insure complete contact with the target, tape the charge
|
||
to the target.
|
||
|
||
3-9. Charge Placement
|
||
|
||
a. STEEL SECTIONS. The size and type of a steel section determine
|
||
the placement of the explosive charge. Some elongated sections may be
|
||
cut by placing the explosive on one side of the section completely along
|
||
the proposed line of rupture. In some steel trusses in which the
|
||
individual memebers are fabricated from two or more primary sections,
|
||
such as angle irons or bars separated by space washers or gusset plates,
|
||
the charge must be placed with the opposing portions of the charge
|
||
offset the same distance as the thickness of the section being cut to
|
||
produce a shearing action (para 3-8b(1)(d)). Heavier I-beams, wide
|
||
flange beams, and columns may also require auxilliary charges placed on
|
||
the outside of the flanges. Care must be taken to insure that opposing
|
||
charges are never directly opposite each other, otherwise they tend to
|
||
neutralize the explosive effect.
|
||
|
||
b. RODS, CHAINS, AND CABLES. Block explosive, often difficult to
|
||
emplace, is not recommended for cutting steel rods, chains, and cables
|
||
if plastic explosive is available.
|
||
|
||
c. STEEL MEMBERS AND RAILROD RAILS. Charge placement for cutting
|
||
these are found in figures 3-11 and 4-39.
|
||
|
||
d. BUILT-UP MEMBERS. Built-up members frequently have an irregular
|
||
shape, which makes it difficult to obtain a close contact between the
|
||
explosive charge and all of the surface. If it is impractical to
|
||
distribute the charge properly to obtain close contact, the amount of
|
||
explosive should be increased.
|
||
|
||
e. IRREGULAR STEEL SHAPES. Composition C4 is a good explosive for
|
||
cutting irregular steel shapes because it is easily molded or pressed
|
||
into place to give maximum contact. In the case of the M5A1 block
|
||
charge, which uses C4, a light coating of adhesive compound or
|
||
automotive grease (GAA) applied to the steel surface will help hold the
|
||
explosive on the target. The M112 block, which also uses C4, and the
|
||
M118 sheet explosive have an adhesive coating on one side, which makes
|
||
placement easier.
|
||
|
||
f. SECURING EXPLOSIVES IN PLACE. All explosives except adhesive
|
||
types must be tied, taped, wedged in place unless they rest on
|
||
horizontal surfaces and are not in danger of being jarred out of place.
|
||
|
||
g. PRECAUTIONS. In cutting steel, the charge should be placed on the
|
||
same side as the firing party, as explosive charges throw steel
|
||
fragments (missiles) long distance at high velocities.
|
||
|
||
Section IV. PRESSURE CHARGES
|
||
|
||
3-10. Size of Charge
|
||
|
||
The pressure charge is used for the demolition of reinforced concrete
|
||
T-beam bridge superstructures. Since it requires the use of more
|
||
explosives than breaching charges, with comparable placement, it has
|
||
been replaced by the breaching charge (para 3-12 - 3-14).
|
||
|
||
a. FORMULA FOR TAMPED PRESSURE CHARGES. The amount of TNT required
|
||
for a tamped pressure charge is calculated by the formula below. If
|
||
explosive other than TNT is used, the calculated value must be divided
|
||
by the relative effectiveness factor.
|
||
P = 3H<33>T
|
||
P = pounds of TNT required for each beam (stringer)
|
||
H = height of beam (including thickness of roadway) in feet
|
||
T = thickness of beam in feet.
|
||
|
||
b. FORMULA FOR UNTAMPED PRESSURE CHARGES. The valure calculated for
|
||
P by the above formula is increased by one-third if the pressure charge
|
||
is not tamped to a minimum of 10 inches (P = 4H<34>T).
|
||
|
||
3-11. Charge Placement and Tamping
|
||
|
||
a. PLACEMENT. The correct amount of explosive is placed on the
|
||
roadway over the centerline of each stringer (fig 3-12) and alined
|
||
between the ends of the span. If a curb or sied rail prevents placing
|
||
the charge directly above the outside stringer, it is placed against
|
||
the curb or side rail. This does not require an increase in the size of
|
||
the explosive charge (See also para 4-22).
|
||
|
||
b. TAMPING. Pressure charges should be tamped whenever possible.
|
||
Effective tamping require a minimum of 10 inches of material. All
|
||
charges are primed to fire simultaneously.
|
||
|
||
Section V. BREACHING CHARGES
|
||
|
||
3-12. Critical Factors and Computation
|
||
|
||
Breaching charges are applied chiefly to the destruction of concrete
|
||
slab bridges, bridge beams, bridge piers, bridge abutments, and
|
||
permanent field fortifications. The size and shape, placement, and
|
||
tamping or confinement of the breaching charge are critical factors--
|
||
the size and confinement of the explosive being relatively more
|
||
important because of strength and bulk of the material to be breached.
|
||
High explosive breaching charges detonated in or against a target must
|
||
produce and transmit enough energy to the target to crater and spall the
|
||
material. THe metal reinforcing bars in reinforced concrete are not cut
|
||
by breaching charges. If it is necessary to remove or cut the
|
||
reinforcement, the necessary steel cutting formula is used after the
|
||
concrete is breached.
|
||
|
||
a. CALCULATION FORMULA. The size of a charge required to breach
|
||
concrete, masonry, rock or similar material is calculated by the formula
|
||
below. By proper adjustment of the P-value, the charge size for any
|
||
explosive may be readily determined.
|
||
P = R(cubed) KC where;
|
||
P = pounds of TNT required,
|
||
R = breaching radius (b below),
|
||
K = material factor, given in table 3-4, which reflects the
|
||
strength, hardness and mass of the material to be demolished (c
|
||
below),
|
||
C = a tamping factor, given in figure 3-13, which depends on the
|
||
location and tamping of the charge (d below)
|
||
|
||
b. BREACHING RADIUS R. The breaching radius R is the distance in
|
||
feet from an explosive in which all material is displaced or destroyed.
|
||
The breaching radius for external charges is the thickness of the mass
|
||
to be breached. The breaching radius for internal charges is one-half
|
||
the thickness of the mass to be breached if the charge is placed midway
|
||
into the mass. If holes are drilled less than halfway into the mass,
|
||
the breaching radius becomes the longer distance from center of the
|
||
charge to the outside of the mass. For example, if a 4-foot wall is to
|
||
be breached by an internal charge placed 1 foot into the wall, the
|
||
breaching radius is 3 feet. If it is to be breached by a centered
|
||
internal charge, the breaching radius is 2 foeet. The breaching radius
|
||
is 4 feet is an external charge is used. Values of R are rounded off to
|
||
the next highest 1/2-foot for external charges, and to the next highest
|
||
1/4-foot for internal charges.
|
||
|
||
c. MATERIAL FACTOR K. K is the factor that reflects the strength and
|
||
hardness of the material to be breached. Table 3-2, gives values for
|
||
the factor K for various types and thicknesses of material. If the type
|
||
of material in the object is in doubt, it is always assumed to be of the
|
||
stronger type. Concrete is assumed to be reinforced, unless it is known
|
||
not to be.
|
||
|
||
TABLE 3-2. VALUES OF K(MATERIAL FACTOR) FOR BREACHING CHARGES.
|
||
-------------------------!--------------------!------!
|
||
MATERIAL ! BREACHING RADIUS ! K !
|
||
-------------------------!--------------------!------!
|
||
Ordinary earth ! All values ! 0.07 !
|
||
-------------------------!--------------------!------!
|
||
Poor masonry, shale, ! Less than 5 ft ! 0.32 !
|
||
hardpan: Good Timber ! 5 ft or more ! 0.29 !
|
||
and earth construction ! ! !
|
||
-------------------------!--------------------!------!
|
||
Good masonry ! 1 ft or less ! 0.88 !
|
||
ordinary concrete ! 1.5-2.5 ft ! 0.48 !
|
||
rock ! 3.0-4.5 ft ! 0.40 !
|
||
! 5.0-6.5 ft ! 0.32 !
|
||
! 7 ft or more ! 0.27 !
|
||
-------------------------!--------------------!------!
|
||
Dense concrete ! 1 ft or less ! 1.14 !
|
||
first-class masonry ! 1.5-2.5 ft ! 0.62 !
|
||
! 3.0-4.5 ft ! 0.52 !
|
||
! 5.0-6.5 ft ! 0.41 !
|
||
! 7 ft or more ! 0.35 !
|
||
-------------------------!--------------------!------!
|
||
Reinforced concrete ! 1 ft or less ! 1.76 !
|
||
(concrete only: Will not ! 1.5-2.5 ft ! 0.96 !
|
||
cut reinforcing steel) ! 3.0-4.5 ft ! 0.80 !
|
||
! 5.0-6.5 ft ! 0.63 !
|
||
! 7 ft or more ! 0.54 !
|
||
-------------------------!--------------------!------!
|
||
|
||
d. TAMPING FACTOR C. The value of the tamping factor C depends on
|
||
the location and the tamping of the charge. Figure 3-13 shows typical
|
||
methods for placing charges and gives values of C to be used in the
|
||
breaching formula with both tamped and untamped charges. In selecting a
|
||
value of C from figure 3-13, a charge should be tamped with a solid
|
||
material such as sand or earth or tamped by water is not considered full
|
||
tamped unless it is covered to a depth equal to or greater than the
|
||
breaching radius.
|
||
|
||
e. USE OF FIGURE IN MAKING CALCULATIONS. Figure 3-14 gives the
|
||
amount of TNT required to breach reinforced concrete targets. The
|
||
amounts of TNT in the table were calculated from the formula
|
||
P = R(cubed)KC. To use the figure:
|
||
(1) Measure thickness of concrete.
|
||
(2) Decide how the charge will be placed against the target.
|
||
Compare the method of placement with the diagrams at the top of the
|
||
figure. If there is any question as to which column to use, always use
|
||
the column that will give the greater amount of explosive.
|
||
(3) For explosive other than TNT, use the relative effectiveness
|
||
factor (table 1-2).
|
||
|
||
f. EXAMPLE. Using figure 3-14, calculate the amount of TNT required
|
||
to breach a reinforced concrete wall 7 feet thick with an untamped
|
||
charge placed at a distance R above the ground. From the figure the
|
||
required amount of TNT is 334 pounds.
|
||
|
||
g. USING FIGURE FOR MATERIAL OTHER THAN REINFORCED CONCRETE. The
|
||
values given in figure 3-13 may be used to calculate breaching charges
|
||
for obstacles of material other than reinforced concrete by multiplying
|
||
the valure obtained from figure 3-14 by the proper conversion factor
|
||
given in table 3-3. To use the table ---
|
||
(1) Determine the type of material in the object. If in doubt
|
||
assume the material to be of the stronger type, e.g. assume concrete
|
||
reinforced, unless known otherwise.
|
||
(2) Using figure 3-14, determine the amount of explosive that
|
||
would be required if the object were made of reinforced concrete.
|
||
(3) Using table 3-3, determine the appropriate conversion factor.
|
||
(4) Multiply the number of pounds of explosive by the conversion
|
||
factor.
|
||
|
||
h. EXAMPLE. Using figure 3-14 and table 3-3, determine the amount of
|
||
TNT required to breach an ordinary masonry pier 4 1/2 feet thick with an
|
||
untamped charge placed 4 feet below the waterline. If the pier were
|
||
made of reinforced concrete, 146 pounds of TNT would be required to
|
||
breach it (fig 3-14). The conversion factor (table 3-3) is 0.5.
|
||
Therefore 146 x 0.5 = 73 pounds of TNT are required to breach the pier.
|
||
|
||
3-13. Placement and Number of Charges
|
||
|
||
a. PLACEMENT. In the demolition of piers and walls, the position for
|
||
the placement of explosive charges are rather limited. Unless a
|
||
demolition chamber is available, the charge (or charges) may be placed
|
||
against once face of the target either at ground level, somewhat above
|
||
ground level, or beneath the surface. A charge placed above ground
|
||
level is more effective than one placed directly on the ground. When
|
||
several charges are required to destroy a pier, slab, or wall and
|
||
elevated charges are desired, they are distributed equally at no less
|
||
than one breaching radius high from the base of the object to be
|
||
demolished. In this manner, the best use is obtained from the shock
|
||
waves of the blast. BREACHING CHARGES SHOULD BE PLACED SO THAT THERE IS
|
||
A FREE REFLECTION SURFACE ON THE OPPOSITE SIDE OF THE TARGET. This free
|
||
reflection surface is necessary for spalling to occur (see para 3-2).
|
||
All charges are thoroughly tamped with damp soil or filled sandbags if
|
||
time permits. (Tamping must be equal to or greater than the breaching
|
||
radius.) For piers, slabs, or walls partially submerged in water,
|
||
charges are placed equal to or greater than the breaching radius below
|
||
the waterline (fig 3-13).
|
||
|
||
b. CHARGE CONFIGURATIONS. In order to transmit the maximum
|
||
destructive shock into the target, the explosive charge should be placed
|
||
in the shape of a flat square with the flat side to the target. The
|
||
thickness of the charge is dependent upon the amount of explosive and is
|
||
given in table 3-4.
|
||
|
||
TABLE 3-4. THICKNESS OF BREACHING CHARGES*
|
||
___________________________________________________
|
||
Amount of explosive ! Thickness of charge
|
||
____________________________!______________________
|
||
Less than 5 lbs ! 1 inch
|
||
5 lbs to less than 40 lbs ! 2 inches
|
||
40 lbs to less than 300 lbs ! 4 inches
|
||
300 lbs or more ! 5 inches
|
||
____________________________!______________________
|
||
*These are approximate values
|
||
|
||
c. NUMBER OF CHARGES. The number of charges required to demolish a
|
||
pier, slab, or wall is calculated be the formula:
|
||
N = W/2R where,
|
||
N = number of charges,
|
||
W = width of pier, slab, or wall, in feet,
|
||
R = breaching radius in feet (para 3-12b).
|
||
2 = constant
|
||
If the calculated value of N is less that 1 1/4, use one charge; if it
|
||
is 1 1/4 to less than 2 1/2, use 2 charges; if it is 2 1/2 or more,
|
||
round off to nearest whole number. In breaching concrete beam bridges,
|
||
each beam is breached individually.
|
||
|
||
3-14. Opposed (Counterforce) Charge
|
||
|
||
This special breaching techniqure is effective against comparatively
|
||
small cubical or columnar concrete and masonry objects 4 feet or less in
|
||
thickness and wideth. It is not effective against piers or long
|
||
obstacles. The obstacle must also have at least three free faces or be
|
||
free standing. If constructed of plastic explosive properly placed and
|
||
detonated, counterforce charges produce excellent results with a
|
||
relatively small amount of explosive. Their effectiveness results from
|
||
simultaneous detonation of two charges placed directly opposite eache
|
||
other and as neer the center of the target as possible (fig 3-15).
|
||
|
||
a. CHARGE CALCULATION. The size is computed from the diameter or
|
||
thickness of the target in feet, as --
|
||
The amount of explosive = 1 1/2 x the thickness of the target in
|
||
feet (1 1/2 pounds per foot).
|
||
Fractional measurements are rounded off to the next higher foot prior to
|
||
multiplication. Fot example, a concrete target measuring 3 feet 9
|
||
inches thick requires 1 1/2 x 4 = 6 pounds of plastic explosive
|
||
(composition C4).
|
||
|
||
b. PREPARATION AND EMPLACEMENT. Divide the calculated amount of
|
||
explosive in half to make two identical charges. The two charges MUST
|
||
be placed diametrically opposite each other. This requires
|
||
accessibility to both sides of the target so that the charges may be
|
||
placed flush against the respective target sides.
|
||
|
||
c. PRIMING. The simultaneous explosion of both charges is mandatory
|
||
for optimum results. Crimp nonelectric blasting caps to equal lengths
|
||
of detonating cord. Prime both charges at the center rear point; then
|
||
form a V with the free ends of detonating cord and attach an electric or
|
||
nonelectric means of firing. Simultaneous detonation may also be
|
||
accomplished with M6 electric blasting caps wired in series in the same
|
||
circuit.
|
||
|
||
Section VI. CRATERING AND DITCHING CHARGES
|
||
|
||
3-15. Critical Factors
|
||
|
||
a. SIZE. Road craters, to be effective obstacles, must be too wide
|
||
for spanning by track-laying vehicles and too deep and steep sided for
|
||
any vehicle to pass through them. Blasted road craters will not stop
|
||
modern tanks indefinitely, because repeated attempts by the tank to
|
||
traverse the crater will pull loose soil from the slopes of the crater
|
||
into the bottom reducing both the depth of the crater and angle of the
|
||
slopes. Road craters are considered effective antitank obstacles if the
|
||
tank requires three or more passes to traverse the crater, thereby
|
||
providing sufficient time for antitank weapons to stop the tank. Road
|
||
craters must also be large enough to tie into natural or manmade
|
||
obstacles at each end. The effectiveness of blasted road craters may be
|
||
improved by placing log hurdles on either side, by digging the face on
|
||
the friendly side nearly vertical, by mining the site with antitank and
|
||
antipersonnel mines.
|
||
|
||
b. EXPLOSIVE. All military explosives may be used for blasting
|
||
antitank craters. A special 40-pound cratering charge, ammonium
|
||
nitrate, sued in a waterproof metal container, is used when available
|
||
(para 1-4).
|
||
|
||
c. SIZE AND PLACEMENT OF CHARGE. In deliberate cratering, holes are
|
||
bored to specific depths and spaced according to computation by formula,
|
||
as described below. In ditching, test shots are made and the diameter
|
||
and depth are increased as required.
|
||
|
||
d. CONFINEMENT OF CHARGE. Charges at cratering sites and antitank
|
||
ditching sites are placed in boreholes and properly stemmed. Those at
|
||
culvert sites are tamped with sandbags.
|
||
|
||
e. BREACHING HARD-SURFACED PAVEMENTS FOR CRATERING CHARGES.
|
||
Hard-surfaced pavement of roads and airfields is breached so that holes
|
||
may be dug for cratering charges. This is done effectively exploding
|
||
tamped charges on the pavement surface. A 1-pound charge of explosive
|
||
is used for each 2 inches of pavement thickness. It is tamped with
|
||
material twice as thick as the pavement. The pavemenmt may also be
|
||
breached by charges placed in boreholes drilled or blasted through it.
|
||
(A shaped charge readily blasts a small diameter borehole through the
|
||
pavement and into the subgrade.) Concrete should not be breached at an
|
||
expansion joint, because the concrete will shatter irregularly.
|
||
|
||
f. BOREHOLES FOR CRATERING CHARGES. Boreholes for cratering charges
|
||
may be dug by using motorized post hole augers or diggers. Boreholes
|
||
may also be made by use of the earth rod kit (para 1-41) or by a
|
||
mechanically drivin pin, widened with a detonating cord wick (para
|
||
3-27).
|
||
|
||
g. BLASTING BOREHOLES WITH SHAPED CHARGES. Standard shaped charges
|
||
may be used to blast boreholes in both paved and unpaved surfaces for
|
||
rapid road cratering with explosives. The 15-pound M2A4 shaped charge
|
||
detonated at 3 1/2 foot standoff and the 40-pound M3A1 shaped charge
|
||
detonated at 5-foot standoff will blast boreholes of up to 9-foot open
|
||
depths with 7-inch and larger diameters in both reinforced concrete
|
||
pavements and gravel surfaced roads. For maximum effectiveness, M3A1
|
||
shaped charges should be used to blast boreholes in thick, reinforced
|
||
concrete pavements laid on dense high-strength base courses. The M2A4
|
||
shaped charges may be used effectively to blast cratering charge
|
||
boreholes in reinforced concrete pavement of less than 6-inch thickness
|
||
laid on thin base courses or to blast boreholes in unpaved roads. Most
|
||
any kind of military explosive, including the cratering charges, can be
|
||
loaded directly into boreholes made by the M3A1 and the M2A4 shaped
|
||
charges. Shaped charges do not always produce open boreholes capable of
|
||
being loaded directly with 7-inch diameter cratering charges without
|
||
removal of some earth or widening of narrow areas. Many boreholes
|
||
having narrow diameters but great depth can be widened simply by
|
||
knocking material from the constricted areas with a pole or rod or by
|
||
breaking off the shattered surface concrete with a pick or crowbar. For
|
||
road cratering on asphalt or concrete surfaced roadways, blasting the
|
||
boreholes with shaped charges will expedite the cratering task by
|
||
eliminating the requirement for first breaching the pavement with
|
||
explosive charges (table 3-5).
|
||
|
||
3-16. Hasty Road Crater
|
||
|
||
This method (fig 3-16) takes the least amount of time for construction,
|
||
based upon number and depth of boreholes, but produces the least
|
||
effective barrier because of its depth and shape. The method described
|
||
below forms a V-shaped crater, about 6 to 7 feet deep and 20 to 25 feet
|
||
wide extending about 8 feet beyond each end crater. The sides have
|
||
slopes of 25 degrees to 35 degrees. Modern U.S. combat tanks (the M48
|
||
and M60) require an average of four passes to traverse hasty road
|
||
craters. Craters formed by boreholes less than 5 feet deep and loaded
|
||
with charges less than 50 pounds are ineffective against tanks. The
|
||
following hasty cratering method has proved satisfactory:
|
||
|
||
a. Dig all boreholes to the same depth; at least 6 feet. Space the
|
||
holes 5 feet apart center-to-center across the road. The formula for
|
||
the computation of the number of holes is : N = L-16/5 + 1, where
|
||
|
||
L = length of crater in feet measured across the roadway. Any
|
||
fractional number of holes is rounded off to the next highest number.
|
||
|
||
b. Load the boreholes with 10 pounds of explosive per foot of depth.
|
||
|
||
c. Prime all charges with detonating cord and connect them to fire
|
||
simultaneously. Under ground charges should always be primed with
|
||
detonating cord branch lines. A dual firing system should be used.
|
||
|
||
d. If the standard cratering charge is used, place a 1-pound priming
|
||
charge on the side of the charge for dual priming. For hasty cratering,
|
||
if standard cratering charges are used, each charge must be supplemented
|
||
with 10 pounds of additional explosive to total 50 pounds of explosive
|
||
per borehole.
|
||
Note. Each cratering charge must be carefully inspected for
|
||
possible water damage prior to emplacement.
|
||
|
||
e. Stem all boreholes with suitable material.
|
||
|
||
3-17. Deliberate Road Crater
|
||
|
||
This cratering method (fig 3-17) produces road craters that are more
|
||
effective than those resulting from the hasty method as they require an
|
||
average of eight passes to be crossed by modern U.S. tanks. The crater
|
||
produced is V-shaped, approximately 7 feet deep, 25 feet wide, with side
|
||
slopes about 30 degrees to 37 degrees. The crater extends about 8 feet
|
||
beyond the end holes. The method of placing charges is as follows:
|
||
|
||
a. Bore the holes 5 feet apart, center-to-center, in a line across
|
||
the roadway. The end holes are 7 feet deep and the others are
|
||
alternately 5 feet and 7 feet deep. The formula for the computation of
|
||
the number of holes is :
|
||
N = L-16/5 + 1
|
||
L = length of crater in feet measured across roadway
|
||
Any fractional number of holes is rounded off to the next highest
|
||
number. Two 5-foot holes must not be made next to each other. If they
|
||
are so calculated, one of them must be a 7-foot hole. The resulting two
|
||
adjacent 7-foot holes may be placed anywhere along the line.
|
||
|
||
b. Place 80 pounds of explosive in the 7-foot holes and 40 pounds of
|
||
explosive in the 5-foot holes.
|
||
|
||
c. Prime the charges as for hasty cratering. Dual priming of the
|
||
7-foot holes may be accomplished by independent priming of each of the
|
||
two cratering charges, if used.
|
||
|
||
d. Stem all holes with suitable material.
|
||
|
||
3-18. Relieved Face Road Crater
|
||
|
||
This cratering method (fig 3-18) produces road craters that are more
|
||
effective obstacles to modern tanks than the standard V-shaped craters.
|
||
This technique produces a trapezoidal-shaped crater about 7 feet deep
|
||
and 25 to 30 feet wide with unequal side slopes. In compact soil, such
|
||
as clay, the relieved face cratering method will provide and obstace
|
||
shaped as shown in A, figure 3-18. The side nearest the enemy slopes at
|
||
about 25 degrees from the road surface to the bottom while that on the
|
||
opposite side or friendly side is about 30 degrees to 40 degrees steep.
|
||
The exact shape, however depends of the type of soil found in the area
|
||
of operations. The procedure is as follows:
|
||
|
||
a. On dirt or gravel surfaced roads, drill two rows of boreholes 8
|
||
feet apart, spacing the boreholes on 7-foot centers. On hard surfaced
|
||
roads, drill the two rows 12 feet apart. The number of charges for the
|
||
friendly side row can be calculated by the formula N = L-10/7 + 1, where
|
||
L = length of crater in feet measured across the width of the road.
|
||
Any fractional number of holes should be rounded off to the next highest
|
||
number. Stagger the boreholes in the other row, as shown in B, figure
|
||
3-18. This row will always contain one less borehole than the other
|
||
row.
|
||
|
||
b. Make the boreholes on the friendly side 5 feet deep and load with
|
||
40 pounds of explosive, and those on the enemy side 4 feet deep and
|
||
load with 30 pounds of explosive.
|
||
|
||
c. Prime the charges is each row separately for simultaneous
|
||
detonation. There should be a delay of detonation of 1/2 to 1 1/2
|
||
seconds between rows, the row on the enemy side being detonated first.
|
||
Best results will be obtained if the charges on the friendly side are
|
||
fired while the earth moved in the first row is still in the air.
|
||
Standard delay caps may be used for delay detonation.
|
||
|
||
d. Acceptable results may be obtained by firing both rows
|
||
simultaneously, if adequate means are sufficient time for delay firing
|
||
are not available. However the resulting crater will not have the same
|
||
depth and trapezoidal shape as described above.
|
||
|
||
e. To prevent misfires from the shock and blast of the row of charges
|
||
on the enemy side (detonated first), the detonation cord mains and
|
||
branch lines of the row on the friendly side (detonated last) must be
|
||
protected by a covering of about 6 inches of earth.
|
||
|
||
3-19. Angled Road Crater Method
|
||
|
||
This method is useful against tanks traveling in defiles or road cuts
|
||
where the must approach the crater straightaway and is the most
|
||
effective cratering method. The road crater is blasted using either the
|
||
hast or deliberate cratering methods described in paragraphs 3-16 and
|
||
3-17, except the boreholes are drilled across the roadway at about a 45
|
||
degree angle as shown in figure 3-19. Because of the angle at which
|
||
tanks must attempt to cross an angled crater, they tend to slip sideways
|
||
and ride off their tracks.
|
||
|
||
3-20. Blasting Permafrost and Ice
|
||
|
||
a. BLASTING PERMAFROST.
|
||
(1) NUMBER OF BOREHOLES AND SIZE OF CHARGE. In permafrost,
|
||
blasting requires about 1 1/2 to 1 times the number of boreholes and
|
||
larger charges than those calculated by standard formulas for moderate
|
||
climates. Frozen soil, when blasted breaks into large clods 12 to 18
|
||
inches thick and 6 to 8 feet in diameter. A the charge has
|
||
insufficient force to blow these clods clear of the hole, they fall back
|
||
into it when the blast subsides. Testing to determine the number of
|
||
boreholes needed should be made before extensive blasting is attempted.
|
||
In some cases, permafrost may be as difficult to blast as solid rock.
|
||
(2) METHOD OF MAKING BOREHOLES. Boreholes are made by three
|
||
methods--use of standard drilling equipment, steam pount drilling
|
||
equipment, and shaped charges. Standard drill equipment has one serious
|
||
defect--the air holes in the drill bits freeze and there is no known
|
||
method of avoiding it. Steam point drilling is satisfactory in sand,
|
||
silt or clay, but not in gravel. Charges must be placed immediately
|
||
upon withdrawl of the steam point, otherwise the area around the hole
|
||
thaws out and plugs it. Shaped charges also are satisfactory for
|
||
producing boreholes, especially for cratering. Table 3-5 shows the size
|
||
of boreholes in permafrost and ince made by M3A1 and M2A4 shaped
|
||
charges.
|
||
(3) EXPLOSIVES. A low velocity explosive like ammonium nitrate,
|
||
satisfactory for use in arctic temperatures, should be used, if
|
||
available. The heaving quality of low velocity explosives will aid in
|
||
clearing the hole of large boulders. If only high velocity explosives
|
||
are available, charges should be tamped with water and permitted to
|
||
freeze. Unlesss high velocity explosives are thoroughly tamped, they
|
||
tend to blow out of the borehole.
|
||
|
||
b. BLASTING ICE.
|
||
(1) ACCESS HOLES. These are required for water supply and
|
||
determining the thickness of ice for the computation of safe bearing
|
||
pressures for aircraft and vehicles. As ice carries much winter
|
||
traffic, its bearing capacity must be ascertained rapidly when forward
|
||
movements are required. Small diameter access holes are made by shaped
|
||
charges. On solid lake ice, the M2A4 penetrates 7 feet and the M3A1, 12
|
||
feet. These charges will penetrate farther but the penetration
|
||
distances were tested in only ice approximately 12 feet thick. If the
|
||
regular standoff is used, a large crater formes at the top, which makes
|
||
considerable probing necessary to finde the borehole. If a standoff of
|
||
42 inches or more is used with the M2A4 shaped charge, a clean hole
|
||
without a top crater is formed. Holes made by the M2A4 average 3 1/2
|
||
inches in diameter, while those made by the M3A1 average 6 inches.
|
||
(2) ICE CONDITIONS. In the late winter after the ice has aged, it
|
||
grows weaker and changes color from blue to white. Although the
|
||
structure of ice varies and its strength depends on age, air
|
||
temperature, and conditions of the original formation, the same size and
|
||
type of crater is formed regardless of the standoff distance. If the
|
||
lake or river is not frozen to the bottom, the blown hole will fill with
|
||
shattered ice and clearing will be extremely difficult. Under some
|
||
conditions, shaped charges may penetrate to a depth much less than that
|
||
indicated in table 3-5.
|
||
(3) SURFACE CHARGES. Surface craters may be made with ammonium
|
||
nitrate cratering charges or demolition blocks. For the best effects,
|
||
the charges are placed on the surface of cleared ice and tamped on top
|
||
with snow. The tendency of ice to shatter more rapidly than soil should
|
||
be considered when charges are computed.
|
||
(4) UNDERWATER CHARGES.
|
||
(a) Charges are placed underwater by first making boreholes in
|
||
the ice with boreholes in the ice with shaped charges, and then placing
|
||
the charge below th ice. An 80-pound charge of M3 demolition blocks
|
||
under ice 4 1/2 feet thick forms a crater 40 feet in diameter. This
|
||
crater, however, is filled with floating ice particles, and at
|
||
temperatures around 20 degrees F. freezes over in 40 minutes.
|
||
(b) A vehicle obstacle may be cratered in ice by sinking
|
||
boreholes 9 feet apart in staggered rows. Charges (tetrytol or plastic)
|
||
are suspended about 2 feet below the bottom of the ice by means of cord
|
||
with sticks bridging the tops of the holes. The size of the charge
|
||
depends upon the thickness of the ice. An obstacle like this may retard
|
||
or halt enemy vehicles for approximately 24 hours at temperatures around
|
||
-24 degrees F.
|
||
|
||
3-21. Cratering at Culverts
|
||
|
||
A charge detonated to destroy a culvert not more than 15 feet deep may,
|
||
at the same time, produce an effective road crater. Explosive charges
|
||
should be primed for simultaneous firing and thoroughly tamped with
|
||
sandbags. Culverts with 5 feet or less of fill may be destroyed by
|
||
explosive charges placed in the same manner as in hasty road cratering.
|
||
Concentrated charges equal to 10 pounds per foot of depth are placed in
|
||
boreholes at 5-foot intervals in the fill above and alongside the
|
||
culvert.
|
||
|
||
3-22. Antitank Ditch Cratering
|
||
|
||
a. CONSTRUCTION. In open country, antitank ditches are constructed
|
||
to strengthen prepared defensive positions. As they are costly in time
|
||
and effort, much is gained if the excavation can be made by means of
|
||
cratering charges. To be effective, an antitank ditch must be wide
|
||
enough to stop an enemy tank. It may be improved by placing a log
|
||
hurdle on the enemy side and spoil on the friendly side. Ditches are
|
||
improved by digging the face on the friendly side nearly vertical by
|
||
means of handtools (para 3-15a).
|
||
|
||
b. DELIBERATE CRATERING METHOD. The deliberate cratering method
|
||
outlined in paragraph 3-17 is adequate for the construction of heavy
|
||
tank ditches in most types of soil.
|
||
|
||
c. HASTY CRATERING METHOD. An antitank ditch may be constructed by
|
||
placing 50 pounds of cratering explosive in 5-foot holes, and spacing
|
||
the holes at 5-foot intervals (fig 3-16). The ditch crater will be
|
||
approximately 8 feet deep and 25 feet wide.
|
||
|
||
3-23. Blasting of Ditches
|
||
|
||
In combat areas, ditches may be constructed to drain terrain flooded by
|
||
the enemy or as initial excavations for the preparation of
|
||
entrenchments. Rough open ditches 2 1/2 to 12 feet deep and 4 to 40
|
||
feet wide may be blasted in most types of soils. A brief outline of the
|
||
method is given below.
|
||
|
||
a. TEST SHOTS. Before attempting the actual ditching, make test
|
||
shots to determine the proper depth, spacing, and weight of charges
|
||
needed to obtain the required results. Make beginning test shots with
|
||
holes 2 feet deep and 18 inches apart and then increase the size of the
|
||
charge and the depth as required. A rule of thumb for ditching is to
|
||
use 1 pound of explosive per cubic yard of earth in average soil.
|
||
|
||
b. ALINEMENT AND GRADE. Mark the ditch centerline by transit line or
|
||
expedient means and drill holes along it. When a transit or hand level
|
||
is used, the grade of the ditch may be accurately controlled by checking
|
||
the hole depth every 5 to 10 holes and at each change in grade. In soft
|
||
ground, the holes may be made with a sharp punch, a quicksand punch (fig
|
||
3-20) or an earth auger. Holes are loaded and tamped immediately to
|
||
prevent cave-ins and insure that the charges are at proper depth.
|
||
Ditches are sloped at a rate of 2 to 4 feet per 100 feet.
|
||
|
||
c. METHODS OF DETONATION.
|
||
(1) PROPAGATION METHOD. By this method (fig 3-21) only one charge
|
||
is primed-- the charge placed in the hole at one end of the line of
|
||
holes made to blast the ditch. The concussion from this charge
|
||
sympathetically detonates the next charge and so on until all are
|
||
detonated. Only 50-60 percent straight commercial dynamite should be
|
||
used in this operation. The propagation method is effective, however,
|
||
only in moist or wet soils and may be effectively used in swamps where
|
||
the ground is covered by several inches of water. If more than one line
|
||
of charges is required to obtain a wide ditch, the first charge of each
|
||
line is primed. The primed hole is overcharge 1 or 2 pounds.
|
||
(2) ELECTRICAL METHOD. Any high explosive may be used in ditching
|
||
by the electrical firing method which is effective in all soils except
|
||
sand, regardless of moisture content. Each charge is primed with an
|
||
electric cap and the caps are connected in leapfrog series (para 2-6b).
|
||
Al charges are fired simultaneously.
|
||
(3) DETONATING CORD METHOD. In this ditching method any high
|
||
explosive may be used. It is effective in any type of soil, except
|
||
sand, regardless of moisture content. Each charge is primed with
|
||
detonating cord and connected to a detonating cord main or ring main
|
||
line.
|
||
|
||
d. METHODS OF LOADING.
|
||
(1) The method of loading for a deep, narrow ditch is illustrated
|
||
in figure 3-22.
|
||
(2) The relief method of loading for shallow ditches is depicted
|
||
in figure 3-23. Ditches 1 and 3 are blasted first to relieve ditch 2.
|
||
(3) Figure 3-24 shows the posthole method of loading for shallow
|
||
ditches in mud.
|
||
(4) The cross section method of loading to clean and widen ditches
|
||
is explained graphically in figure 3-25.
|
||
|
||
Section VII. LAND CLEARING CHARGES
|
||
|
||
3-24. Introduction
|
||
|
||
In military operations, construction jobs occur in which explosives may
|
||
be employed to advantage. Among these jobs are land clearing, which
|
||
includes stump and boulder removal, and quarrying. The explosives
|
||
commonly used are military and commercial dynamite and detonating cord.
|
||
The quantity of explosive used is generally calculated by rule of thumb.
|
||
Charges may be placed in boreholes in the ground under or at the side of
|
||
the target, in the target itself, or on top of the target. All charges
|
||
should be tamped or mudcapped, which is a form of light tamping.
|
||
|
||
3-25. Stump Removal
|
||
|
||
In certain military operations it may be necessary to remove stumps as
|
||
well as trees. Stumps are of two general types, tap- and lateral-rooted
|
||
(fig 3-26). Military Dynamite is the explosive best suited for stump
|
||
removal. A rule of thumb is to use 1 pound per foot of diameter for
|
||
dead stumps and 2 pounds per foot for live stumps, and if both tree and
|
||
stump are to be removed, to increase the amount of explosive by 50
|
||
percent. Measurements are taken at points 12 to 18 inches above the
|
||
ground.
|
||
|
||
a. TAPROOT STUMPS. For taproot stumps, one method is to bore a hole
|
||
in the taproot below the level of the ground. The best method is to
|
||
place charges on both sides of the taproot to obtain a shearing effect
|
||
(fig 3-26). For best results, tamp the charges.
|
||
|
||
b. LATERAL-ROOT STUMPS. In blasting later-root stumps, drill sloping
|
||
holes as shown in figure 3-26. Place the charge as nearly as possible
|
||
under the center of the stump and at a depth approximately equal to the
|
||
radius of the stump base. If for some reason the root formation cannot
|
||
be determined, assume that it is the lateral type and proceed
|
||
accordingly.
|
||
|
||
3-26. Boulder Removal
|
||
|
||
In the building of roads and airfields or other military construction,
|
||
boulders can be removed by blasting. The most practical methods are
|
||
snakeholing, mudcapping, and blockholing.
|
||
|
||
a. SNAKEHOLING METHOD. By this method, a hole large enough to hold
|
||
the charg is dug under the boulder. The explosive charge is packed
|
||
under and against the bould as shown in A, figure 3-27. For charge
|
||
size, see table 3-6.
|
||
|
||
b. MUDCAPPING METHOD. For surface or slightly embedded boulders, the
|
||
mudcapping method is very effective. The charge is placed on top or
|
||
against the side of the boulder wherever a crack or seam exists that
|
||
will aid in breakage, and covered with 10 to 12 inches of mud or clay
|
||
(B, fig 3-27). For charge size, see table 3-6.
|
||
|
||
c. BLOCKHOLING METHOD. This method is very effective of boulders
|
||
lying on the surface or slightly embedded in the earth. A hole is
|
||
drilled on top of the boulder deep and wide enough to hold the amount of
|
||
explosive indicated in table 3-6. The charge is then primed, put into
|
||
the borehole, and stemmed (C, fig 3-27).
|
||
|
||
Table 3-6. Charge Sizes for Blasting Boulders.
|
||
________________________________________________________________
|
||
! Pounds of explosive required
|
||
Boulder diameter (ft) !----------------------------------------
|
||
! Blockholing ! Snakeholing ! Mudcapping
|
||
-----------------------!-------------!-------------!------------
|
||
3 ! 1/4 ! 3/4 ! 2
|
||
4 ! 3/8 ! 2 ! 3 1/2
|
||
5 ! 1/2 ! 3 ! 6
|
||
----------------------------------------------------------------
|
||
|
||
3-27. Springing Charges
|
||
|
||
a. DEFINITION AND METHOD. A springing charge is a comparatively
|
||
small charge detonated in the bottom of a drilled borehole to form an
|
||
enlarged chamber for placing a larger charge. At times two or more
|
||
springing charges in succession may be needed to make the chamber large
|
||
enough for the final charge. Under these conditions at least 2 hours
|
||
should be allowed between firing and placing successive charges for the
|
||
boreholes to cool unless the sprung holes are cooled with water or
|
||
compressed air.
|
||
|
||
b. DETONATING CORD WICK. This is several strands of detonating cord
|
||
taped together and used to enlarge boreholes in soils. One strand
|
||
generally widens the diameter of the hole about 1 inch.
|
||
(1) A hole is made by driving a steel rod approximately 2 inches
|
||
in diameter into the ground to the depth required. According to the
|
||
rule of thumb, a hole 10 inches in diameter requires 10 strands of
|
||
detonating cord. These must extend the full length of the hole and be
|
||
taped or tied together into a "wick" to give optimum results. The wick
|
||
may be placed into the hole by an inserting rod or some field expedient.
|
||
Firing may be done electrically or nonelectrically. An unlimited number
|
||
of wicks may be fired at one time by connecting them by a detonated cord
|
||
ring main or line main.
|
||
(2) The best results from the use of the detonating cord wick are
|
||
obtained in hard soil. If successive charges are placed in the holes,
|
||
excess gases must be blown out andthe hole inspected for excessive heat.
|
||
|
||
3-28. Quarrying
|
||
|
||
Quarrying is the extraction of rock in the natural state. Militarty
|
||
quarries, generally of the open face type, are developed by the single
|
||
or multiple bench method. See TM 5-332 for detailed information.
|
||
|
||
Section III. DESTRUCTION TO PREVENT ENEMY USE
|
||
|
||
5-10. General
|
||
|
||
a. The destruction of damaged or unserviceable explosives and
|
||
demolition materials is accomplished by explosive ordnance disposal
|
||
units as specified in AR 75-14, AR 75-15, TM 9-1375-200 and FM 9-16.
|
||
|
||
b. Destruction of demolition materials, when subject to capture or
|
||
abandonment, will be undertaken by the using of arm only when, in the
|
||
judgment of the unit commander concerned, such action is necessary in
|
||
accordance with orders of, or policy established by, the Army commander.
|
||
The conditions under which destruction will be effected are command
|
||
decisions and may vary in each case, dependent upon a number of factors
|
||
such as the tactical situation, security classification of the
|
||
demolition materials, their quantity and location, facilities for
|
||
accomplishing destruction, and time available. In general, destruction
|
||
can be accomplished most effectively by burning or detonation, or a
|
||
combination of these.
|
||
|
||
c. If destruction to prevent enemy use is resorted to, explosive and
|
||
nonexplosive demolition materials must be so completely destroyed that
|
||
they cannot be restored to usable condition in the combat zone. Equally
|
||
important, the same essential components of sets and kits must be
|
||
destroyed so that the enemy cannot assemble complete ones from undamaged
|
||
components by cannibalization.
|
||
|
||
d. If destruction of demolition materials is directed, due
|
||
consideration should be given to (1) and (2) below.
|
||
(1) Selection of a site that will cause greatest obstruction to
|
||
enemy movement and also prevent hazard to friendly troops from fragments
|
||
and blast which will occur incidental to the destruction.
|
||
(2) Observation of appropriate safety precautions.
|
||
|
||
5-11. Destruction Methods
|
||
|
||
Demolition materials can be most quickly destroyed by burning or
|
||
detonation. The methods in A and B below, in order of preference, are
|
||
considered the most satisfactory for destruction of demolition materials
|
||
to prevent enemy use. For additional information on the destruction of
|
||
explosives and ammunition see TM 9-1300-206 and TM 9-1300-214.
|
||
|
||
a. METHOD No.1--BY BURNING.
|
||
(1) GENERAL. Packed and unpacked high explosive items such as
|
||
linear demolition charges, shaped demolition charges, block demolition
|
||
charges, dynamite sticks, detonating cord, firing devices, time blasting
|
||
fuse, and similar items may be destroyed quickly and effectively by
|
||
burning. Blasting caps set aside for destruction by burning must be
|
||
stacked in separate piles and not with other explosives.
|
||
(2) METHOD OF DESTRUCTION.
|
||
(a) Stack the explosives in a pile, if possible (not over 2,000
|
||
pounds to a pile), over a layer of combustible material.
|
||
(b) Pour FUEL OIL over the entire pile.
|
||
(c) Ignite the pile by means of a combustible train (excelsior
|
||
or slow-burning propellant) of suitable length and take cover
|
||
immediately. The danger area for piles being burned in the open is
|
||
calculated from the safe distances given in paragraph 5-2 but never
|
||
less than 400 meters.
|
||
|
||
WARNING. COVER MUST BE TAKEN WITHOUT DELAY, SINCE DETONATION OF THE
|
||
EXPLOSIVE MATERIAL MAY BE CAUSED BY THE FIRE.
|
||
|
||
b. METHOD No.2--BY DETONATION.
|
||
(1) GENERAL. Packed and unpacked high explosive items such as
|
||
linear demolition charges, shaped demolition charges, block demoltion
|
||
charges, dynamite sticks, detonating cord, blasting caps, firing
|
||
devices, time blasting fuse, and similar items may be destroyed by
|
||
placing them in piles and detonating them with initiating charges of
|
||
TNT, or composition C series explosives, or other explosives having
|
||
equivalent potential.
|
||
(2) METHOD OF DESTRUCTION.
|
||
(a) The explosives should be stacked in piles, if possible (not
|
||
over 2,000 pounds to a pile).
|
||
(b) Each 100 pounds of packed explosives (mine, blocks, etc.),
|
||
require a 2-pound (minimum) explosive charge to insue complete
|
||
detonation of the pile. For unpacked explosives, a 1-pound (minimum)
|
||
explosive charge for each 100 pounds is sufficient.
|
||
(c) Provide for dual priming as explained in chapter 2 to
|
||
minimize the possibility of a misfire. For priming, either a
|
||
nonelectric blasting cap crimped to at least 5 feet of time blasting
|
||
fuse or an electric cap and firing wire may be used.
|
||
(d) Detonate the charges. If primed with nonelectric blasting
|
||
cap and time blasting fuse, ignite and take cover; if primed with
|
||
electric blasting cap, take cover before firing charges. The danger
|
||
area for piles detonated in the open is calculated according to the safe
|
||
distance given in paragraph 5-2.
|
||
|
||
|
||
APPENDIX D
|
||
EXPEDIENT DEMOLITIONS
|
||
____________________________________________________________________________
|
||
|
||
D-1. Use of Epedient Techniques
|
||
|
||
These techniques are not presented as a replacement for the standard
|
||
demolition methods but for use by experienced blasters in special
|
||
projects. Availability of trained men, time, and material will
|
||
generally determine their use.
|
||
|
||
D-2. Shaped Charges
|
||
|
||
a. DESCRIPTION. Shaped charges concentrate the energy of the
|
||
explosion released on a small area, making a tubular or linear fracture
|
||
in the target. Their versatility and simplicity makes them effective
|
||
against many targets, especially those made of concrete or those with
|
||
armour plating. Shaped charges may be improvised (fig D-1). Because of
|
||
the many variables, such as explosive density, configuration, and
|
||
density of the cavity liner, consistent results are impossible to
|
||
obtain. Thus experiment, or trial and error, is necessary to determine
|
||
the optimum standoff distances. Plastic explosive is best suited for
|
||
this type of charge. Dynamite and molten TNT, however may be used as an
|
||
expedient.
|
||
|
||
b. PREPARATION. Almost any kind of container is usable. Bowls,
|
||
funnels, cone-shaped glasses (champagne glasses with the stem removed),
|
||
and copper, tin, or zinc may be used as cavity linerse; or wine bottles
|
||
with a cone in the bottome (champagne or cognac bottles) are excellent.
|
||
If none of these is available, a reduced effect is obtained by cutting a
|
||
cavity into a plastic explosive block. Optimum shaped charge
|
||
characteristics are --
|
||
(1) Angle of cavity = between 30 degrees and 60 degrees (most HEAT
|
||
ammunition has a 42 degree to 45 degree angle).
|
||
(2) Standoff distance = 1 1/2 x diameter of cone
|
||
(3) Height of explosive in container = 2 x height of cone measured
|
||
from base of the cone to the top of the explosive.
|
||
(4) Point of detonation = exact top center of charge. Cover cap,
|
||
if any any part of it is exposed or extends above the charge, with a
|
||
small quantity of C4 explosive.
|
||
Note. The narrow necks of bottles or the stems of glasses may be
|
||
cut by wrapping tem with a piece of soft absorbant type twine or string
|
||
soaked in gasoline and lighting it. Two bands of adhesive tape, one on
|
||
each side of the twine or string, will hold it firmly in place. The
|
||
bottle or stemm must be turned continuously with the neck up, to heat
|
||
the glass uniformly. Also, a narrow band of plastic explosive placed
|
||
around the nexk and burned gives the same resulte. After the twine or
|
||
plastic has burned, submerge the neck of the bottle in water and tap it
|
||
against some object to break it off. TAPE THE SHARP EDGES OF THE BOTTLE
|
||
TO PREVENT CUTTING HANDS WHILE TAMPING THE EXPLOSIVE IN PLACE.
|
||
|
||
D-3. Platter charge
|
||
|
||
This device utilizes the Miznay-Chardin effect. It turns a metal plate
|
||
into a powerful blunt-nosed projectile (fig D-2). The platter should be
|
||
steel (preferably round, but square is satisfactory) and should weigh
|
||
from 2 to 6 pounds.
|
||
|
||
a. CALCULATIONS. Weight of explosives = approximately the weight of
|
||
the platter.
|
||
|
||
b. PREPARATION.
|
||
(1) Pack the explosive uniformly behind the platter. A container
|
||
is not necessary if the explosive can be held firmly against the
|
||
platter. Tape is acceptable.
|
||
(2) Prime the charge from the exact rear center. Cover cap, if
|
||
any part is exposed, with a small quantity of C4 explosive to insure
|
||
detonation.
|
||
(3) Aim the charge at the direct center of the target.
|
||
|
||
c. EFFECT. The effective range (primarily a problem of aim) is
|
||
approximately 35 yards for a small target. With practive, a
|
||
demolitionist may hit a 55-gallon drum, a relatively small target, at 25
|
||
yards about 90 percent of the time.
|
||
|
||
D-4. Grapeshot Charge
|
||
|
||
This charge consists of a container, preferably a No. 10 can,
|
||
projectiles (small pieces of steel), buffer material, an explosive
|
||
charge, and a blasting cap. These are assembled as shown in figure D-3.
|
||
|
||
a. COMPUTATION. The weight of the explosive is approximately 1/4 x
|
||
the weight of the projectiles.
|
||
|
||
b. PREPARATION.
|
||
(1) Assemble the projectiles, a few inches of buffer
|
||
material-earth, leaves, wood, felt, cloth, cardboard, etc., and the
|
||
explosive charge. This should be C4, packed firmly.
|
||
(2) Prime the charge from the exact rear center. Cover the cap,
|
||
if any part is exposed, with a small quantity of C4 to insure
|
||
detonation.
|
||
(3) Aim the charge toward the center of the target.
|
||
|
||
D-5. Dust Initiator
|
||
|
||
This device consists of an explosive charge (powdered TNT or C3; C4 will
|
||
not properly mix with the incendiary), an incendiary mix (2 parts of
|
||
aluminum powder or magnesium powder to 3 parts ferric oxide), and a
|
||
suitable finely-divided organic material (dust) or a volatile fuel such
|
||
as gasoline called a surround. The dust initiator is most effective in
|
||
an inclosed space, like a box car or a warehouse or other relatively
|
||
windowless structure. At detonation, the surround is distributed
|
||
throughout the air within the target and ignited by the incendiary
|
||
material.
|
||
|
||
a. COMPUTATION.
|
||
(1) Charge size = 1 pound (1/2 explosive, 1/2 incendiary mix).
|
||
(2) Cover size = 3 to 5 pounds of each 1,000 cubic feet of target.
|
||
The one-pound charge will effectively detonate up to 40 pounds of cover.
|
||
|
||
b. PREPARATION. Powdered TNT may be obtained by crushing it in a
|
||
canvas bag. The incendiary mix must be thoroughly dispersed throughout
|
||
the explosive. A great number of dust materials may be used as cover,
|
||
among which are coal dust, cocoa, bulk powdered coffee, confectioners
|
||
sugar, tapioca, wheat flour, corn starch, hard rubber dust, aluminum
|
||
powder, magnesium powder, and powdered soap. If gasoline is used, 3
|
||
gallons is the maximum, as more will not disperse evenly in the air and
|
||
thus give poor results.
|
||
|
||
D-6. Improvised Cratering Charge
|
||
|
||
This charge is a mixture of ammonium nitrate fertilizer containing at
|
||
least 33 1/3 percent nitrogen and diesel fuel, motor oil, or gasoline at
|
||
a ratio of 25 pounds of fertilizer to a quart of fuel. The ferilizer
|
||
must not be damp. From this mixture, improvised charges of almost any
|
||
sixe or configuration can be made. Proceed as follows:
|
||
|
||
a. Pour the liquid on the fertilizer.
|
||
|
||
b. Allow the mixture to soak for an hour.
|
||
|
||
c. Place about half the charge in the borehole. Then place the
|
||
primer, a primed 1-pound block of TNT, and add the remainder of the
|
||
charge. (Never leave the charge in the borehole for a long period, as
|
||
accumulated moisture reduces its effectiveness.)
|
||
|
||
d. Detonate the charge.
|
||
|
||
D-7. Ammonium Nitrate Satchel Charge
|
||
|
||
Although the cratering charge (para D-6) is excellent, it is suitable
|
||
only for cratering. A more manageable charge may be used by mixing
|
||
ammonium nitrate fertilizer with melted wax instead of oil. The primer
|
||
is set in place before the mixture hardens.
|
||
|
||
a. PREPARATION.
|
||
(1) Melt ordinary paraffin and stir in ammonium nitrate pellets,
|
||
making sure that the paraffin is hot while mixing.
|
||
(2) Before the mixture hardens add a half-pound block of TNT or
|
||
its equivalent as a primer.
|
||
(3) Pour the mixture into a container. Shrapnel material may be
|
||
added to the mixture if desired or attached on the outside of the
|
||
container to give a shrapnel effect.
|
||
|
||
b. USE. Because the wax and fertilizer may be molded into almost any
|
||
size or shape, it may be applied to agreat many demolition projects with
|
||
satisfactory effects.
|
||
|
||
_____________________________________________________________________________
|
||
|
||
|
||
Well, here it is, the file I spent 2 weeks typing up. It seems
|
||
that it is "New and Improved by the U.S. Army!" (censored), chapters
|
||
1,4, almost all of 5, and at least 3 appendices have been eliminated.
|
||
I'm sorry (yeah right) about no pictures, but what was I to do? I also
|
||
eliminated lotsa tables cuz they wouldn't fit on the screen. Life's
|
||
tough and you're just going to have to bear it! I'd pay close attention
|
||
to the Appendix D, there is a lot of useful information in there.
|
||
|
||
'Til Next Time
|
||
|
||
Death Jester.
|
||
12/01/90
|
||
|