Finding Impact Depth: Most Realistic Way Possible

In summary: So, E= (1/2)*(18.5*25.4)*(914*1000)^2 = 1,814,000 Joules. Assuming that the bullet is made entirely of this material, the energy would be 1,814,000*46,238 = 6,823,600 Joules. This is well over the yield of TNT.
  • #36
JoeSalerno said:
My only questions now are did I do my math right? Because I only got 30mm, so it doesn't sound right.
I did not bother to follow your calculations once you departed SI units for cal/g.

JoeSalerno said:
And also, when you mentioned 50 degrees earlier, was that for the frustum?
Energy is delivered perpendicular to the surface, over the area of the projectile, the projectile will spread out sideways as it delivers the energy which will then radiate within the steel. My guestimate is that the energy will be concentrated within a cone angle of about 50°.

Not everything is obvious. If the projectile had a hardened rod as a core it would penetrate deeper with a sharper cone. When tanks were first introduced during WW1, it was found that by reversing the bullet in the cartridge before firing, it could penetrate the light armour of the tank, while a pointed bullet traveling forwards would not.
 
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  • #37
Baluncore said:
I did not bother to follow your calculations once you departed SI units for cal/g.Energy is delivered perpendicular to the surface, over the area of the projectile, the projectile will spread out sideways as it delivers the energy which will then radiate within the steel. My guestimate is that the energy will be concentrated within a cone angle of about 50°.

Not everything is obvious. If the projectile had a hardened rod as a core it would penetrate deeper with a sharper cone. When tanks were first introduced during WW1, it was found that by reversing the bullet in the cartridge before firing, it could penetrate the light armour of the tank, while a pointed bullet traveling forwards would not.
I paid a bit more attention to the units this time, making sure not to cross anything, and I got 5.3cm. This seems like a pretty realistic answer that I'd call good. Thanks for sticking through this process with me, as I've made quite a few obvious mistakes and may have not understood things the first (or fifth) time around. I have one more question though, Is the process for impacting materials that aren't metal such as ceramic different than this because they crack before deforming?
 
  • #38
JoeSalerno said:
I paid a bit more attention to the units this time, making sure not to cross anything, and I got 5.3cm. This seems like a pretty realistic answer that I'd call good. Thanks for sticking through this process with me, as I've made quite a few obvious mistakes and may have not understood things the first (or fifth) time around. I have one more question though, Is the process for impacting materials that aren't metal such as ceramic different than this because they crack before deforming?
Whoops, yet another screw up, when finding the volume of the frustum I accidentally used the density of the projectile, not the material being impacted. Still, I believe I have the equations and mechanics down.
 
  • #39
For every target there is a projectile. For every projectile there is an armour. Sometimes the escalation in cost and complexity of inventory is abandoned for a simple general solution such as a heavy lead slug. Heavy lead slugs are used primarily to immobilise vehicles by disrupting brittle material such as cast-iron engine blocks and transmission line components or electrical systems. After passing through most surface layers without significant deflection or fragmentation, a heavy slow slug will fracture something solid. A heavy slug would not be used against thick armour plate.

Ceramics are brittle but will resist thermal attack. Thick heavy armour plate produced from one material is now a poor investment. It is better to mix or laminate different materials. For example, WW2 D-day landing craft used granite chips set in bitumen as protection. It would absorb bullets without producing many damaging free fragments.
 
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