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Subject:
How big of a Boom? Explosive Potential of 350 Tons of Missing Material
Category: Science Asked by: kcbjordan-ga List Price: $10.00 |
Posted:
26 Oct 2004 13:38 PDT
Expires: 25 Nov 2004 12:38 PST Question ID: 420428 |
It was recently reported that 350 tons (US) of explosives went missing in Iraq. These "extremely powerful, conventional explosives" consist of HMX, RMX and PETN, type material. If one assumes that there is approximately 116.67 tons of each material, what would be the total potential explosive force (in kilo-tons, mega-tons or in Hiroshima bombs) that could be created by detonating all the material at once? Bonus question with 2X tip multiplier (up to $20 additional): If the materials differ much in explosive potential, what would be the maximum explosive potential, and minimal explosive potential? Example: If HMX is twice as explosive as RMC or PETN, and the stockpile consisted of 99% HMX how much force could be produced. Likewise if HMX were only half as explosive and the stockpile consisted of 99% lesser explosive material, how big of a boom? I would like as accurate an answer as possible, given the amount I?m offering to pay. |
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There is no answer at this time. |
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Subject:
Re: How big of a Boom? Explosive Potential of 350 Tons of Missing Material
From: racecar-ga on 26 Oct 2004 15:00 PDT |
I think HMX is the most powerful of the three, and at http://www.vectorsite.net/ttpyro1.html it says that it has about 75% more explosive yield than TNT. So if it was all HMX, that would be a little over 0.6 kilotons, or about 1/30 of a hiroshima bomb. |
Subject:
Re: How big of a Boom? Explosive Potential of 350 Tons of Missing Material
From: hfshaw-ga on 26 Oct 2004 17:34 PDT |
The relative ?strength? of explosives can be extimated using the Berthelot approximation, which assumes that the relative ?explosive strength? of a material depends on the product of the change in internal chemical energy due to the explosion and the volume of gas produced by the explosive reaction. See http://www.fas.org/man/dod-101/navy/docs/es310/chemstry/chemstry.htm. Using this approximation, the relative strengths of PETN, HMX, and RDX (not RMX) are: PETN = 1.78 x TNT RDX = 1.74 x TNT HMX = 1.73 x TNT (The explosive combustion of 1 kg of TNT releases 2.715 x 10^6 J of energy.) If there were equal amounts of each material, then the TNT equivalent would be: 350 * (1.78/3 + 1.74/3 + 1.73/3) = 612 tons TNT The range of explosive potential would be between 1.73*350 < x < 1.78*350 (606 tons < x < 623 tons). Not a big range, and probably well within the error of the Berthelot Approximation. The best estimate of the explosive yield of the Hiroshima device is 15,000 tons TNT equivalent (+/- 20%). (See http://www.physicstoday.org/pt/vol-56/iss-2/p14a.html) so 612 tons/15000 tons = 4.1% of a Hiroshima event. |
Subject:
Re: How big of a Boom? Explosive Potential of 350 Tons of Missing Material
From: armydoc-ga on 29 Oct 2004 14:58 PDT |
I was in Afghanistan when 60+ tons of explosives and ordinance (1/6 the stuff lost from Iraq) was detonated about 12 km from my tent. I have no idea what the megaton equivalent was, nor do I care. But it was a BIG boom; the shock wave caused the tent sides to billow suddenly. The mushroom cloud lasted for the better part of an hour. The sight made for great memento photographs. Just thought I'd share my personal experience. |
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