Some Results on a Chart

[KeystoneWeaponBK]

Originally Posted by DrHenley

I'd like to see the Taylor Knock-out factor charted on there too.

Here is the Taylor KO Factor, interesting stuff...

[KeystoneWeaponBK]

Originally Posted by KeystoneWeaponBK

Here is the Taylor KO Factor, interesting stuff...

I kind of wouldn't have guessed some of that so it's neat to see how the math plays out... especially since my 45's don't do anything to my steel targets but my 22TCM's do this:

[DrHenley]

Originally Posted by KeystoneWeaponBK

Here is the Taylor KO Factor, interesting stuff...

Bullet diameter is not factored in at all in kinetic energy (foot pounds). But we know that the larger the hole, the faster the blood loss. Kinetic energy is what causes deformation however, which is why the high velocity rounds dimple the plates while the 45s don't. The energy is dissipated over a smaller area for the small diameter bullet resulting in a higher energy dissipation per square inch leading to more deformation.

Or in layman terms, a high velocity small diameter bullet is like hitting the plate with a pick axe, while a low velocity large diameter bullet is like hitting the place with a sledge hammer. The pick axe will make a deeper dent.

[TLE2]

..and now our beloved 45ACP is back on top. Thanks Taylor KO factor.

[KeystoneWeaponBK]

Originally Posted by DrHenley

Bullet diameter is not factored in at all in kinetic energy (foot pounds). But we know that the larger the hole, the faster the blood loss. Kinetic energy is what causes deformation however, which is why the high velocity rounds dimple the plates while the 45s don't. The energy is dissipated over a smaller area for the small diameter bullet resulting in a higher energy dissipation per square inch leading to more deformation.

Or in layman terms, a high velocity small diameter bullet is like hitting the plate with a pick axe, while a low velocity large diameter bullet is like hitting the place with a sledge hammer. The pick axe will make a deeper dent.

Makes perfect sense to me, I think it's interesting because there are so many factors involved on top of just a simple linear diagram... like if you look at ballistic gel tests on top of what we see here and then add things like "shockwave" (Non-permanent cavity stuff) and how bullets may "break up" etc...

Obviously the math doesn't lie because mass, weight and size are for the most part going to be constants, regardless I'd rather not be hit with any HAMMER! lol

It's neat as you add "Layers" to it the picture comes together like adding the diameter will obviously increase the wound entry and disperse kinetic energy across that larger plane, then everything changes as you try to shoot through things... I'm gonna try to do some fun ballistics test this summer with a decent camera, just for fun, not to prove anything other than my own curiosity. I am not trying to find the "perfect" round because I really don't think there is one, I think in a face to face the 45ACP is my choice, in the winter when their are carhartt jackets on top of sweatshirts I'd like my 10MM and I don't discount the factors of any round for any specific set of criteria... however if you NEED your gun you'll never know the conditions until the threat is eliminated.

These are all just observations and opinions but I suppose one could make an argument for anything they wanted based on the endless amounts of scenarios that "could" play out... all I know is that when going into more dangerous scenarios I pick what my awkward-brain tells me I might prefer and that is usually my 45, 10, or 22TCM depending on a lot of different criteria.

Thanks for enlightening me to that Taylor KO factor because that adds another piece to the puzzle!