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01/17/12(Tue)22:42 No.17581327>>17580524 But what kind of explosion would it actually generate? Let's think about this.
1600 ft^3 of material = 4.8768 x 10^2 m^3 material 1ft diameter = volume of 1.1186 x 10^-1 m^3 space
So we are effectively forcing 4.8768 x 10^2 m^3 material into an area of 1.1186 x 10^-1 m^3.
Now, when we say "stone," what do we mean? For simplicity's sake, let's assume the composition of the earth's crust is the same in our world and in fantasyland. That would be, by volume: 47% oxygen, 28% silicon, 8.1% aluminum, 5% iron, 3.6% calcium, 2.8% sodium, 2.6% potassium, 2.1% magnesium, 0.6% titanium, and 0.1% hydrogen.
I'm tired, so let's simplify this to 50% oxygen, 30% silicon, 10% aluminum, 5% iron, and 5% calcium. Now obviously no single sample will have this composition by volume, but it's a decent estimate. This means 4.8768 x 10^2 m^3 of "rock" will have 2.4384 x 10^2 m^3 oxygen, 1.4630 x 10^2 m^3 silicon, 4.8768 x 10^1 m^3 aluminum, 2.4384 x 10^1 m^3 iron and calcium each.
Cont.
Please, if someone more science-minded than myself wants to check this for error or take it up himself, feel free. |