<a
href="http://groups.google.com.au/group/alt.engr.explosives/tree/browse_frm/thread/c86beabac1bb8197/982d3ab5fa923bbe?rnum=1&hl=en&q=blast
+calculate&_done=%2Fgroup%2Falt.engr.explosives%2Fbrowse_frm%2Fthread%2Fc86beabac1bb8197%2Fd1a92993c97fc769%3Fq%3Dblast+calculate%26rnum%3D1%26hl%
3Den%26#doc_982d3ab5fa923bbe">Originally posted by Francis Hermans</a>
The explosion will provoke an air shock wave which radiates in the air
and decrease with distance.
The intensity of the pressure wave depends from the quantity of explosive
that
detonate but also from it position or confinement.
Several formulae exist to calculate the air overpressure.
The two following are given for unconfined detonation at ground level
and are valid for a charge of TNT.
It is generally agreed that for commercial explosives the corresponding
charge can be reduce by 20 to 30 %.
1/3
P = 700 Q /R (mbar)
where
Q = kg
R = m
or by :
1/3 -1,2
Ps = 185 (R/Q )
where
Ps = KPa
If the same charge exploded freely underwater, then you could use the
Cole's formula to calculate the peak pressure of the shock wave.
1/3 1,13
Pm = 555 (Q /R)
where
Pm = peak pressure in bar
but here again, the formula is made for a TNT charge.
Francis
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