Effective against rectangular masonry or concrete columns 4’ thick or less
Round breaching radius UP to the nearest ½ foot
If the amount of charge explosive is from 0 to less than 5 pounds, how thick would your charge be?
1 inches
Round OFF to nearest whole number
Always assume as reinforced concrete
The thickness of target
One charge
Assume target consists of strongest material in each specified groups
Equal to or greater than Breaching Radius
Used to destroy bridges, piers, abutements, and compound walls
N = W / (2R)
Number of charges = Width / (2 x Radius)
N = number of charges W = width of pier, slab, or wall R = breaching radius in feet
Use this formula in Step 5
Round breaching radius UP to the nearest ¼ foot
Assume it as first class masonry
Blasting cap required ½” build up
Charges should be diametrically opposed (explosive divided into 2 equal parts)
Obstacle must have at least 3 free faces or be freestanding
Relies on shockwave collision
Round measurements UP to next 1/2 foot (External charge)
Size, shape, placement, and tamping
Size and confinement are most critical factors
(charges will not cut rebar reinforcement)
P = R^3 KC (Pound = route 3 to Kansas City)
(Pound = Breaching Radius^3 x Constant for material factor x Tamping factor
4 inches
Pounds = 1.5 x Breaching Radius
2 inches
Two charges
½ the thickness of the target (for charges placed at center mass)
Remaining thickness of the target not drilled if not placed at center of mass
8 inches
Shockwave collision