my thoughts, which I need to consider carefully....I agree with duke and add the following...
That is what the swinging wood block is measuring, how much kinetic energy was transferred to the wood block.
Bob
We might think to use conservation of momentum and energy because energy is not conserved in this system. But if we were, then we'd start with two equations and have two unknowns. When using momentum conservation, we have to keep track of the vectors involved. We don't do that at all here. When I used momentum conservation combined with energy conservation, I always had a lot of information about the velocity and the directions of the particles.
Bullets transfer very little momentum b/c their mass is tiny. Instead they apply huge forces. The bullets KE is converted into gravitation potential in the pendulum mass.
So no, most of the energy in a bullet is not " transferred as kinetic energy", it is turned into force. I think I know what BobK means but we are getting sloppy with terms and I want to force myself back on track.
The bullet's energy becomes force when the pendulum decelerates it. The Work-Energy Theorem states that for a conservative system: integral{ Force (dot) Distance} = Kinetic Energy. Grav potential is a conservative quantity and allows us to use this theorem. When the force of the bullet does work on the pendulum's mass, the pendulum gains Grav potential.
For a hollow point bullet which is designed to expand , a portion of the force is taken to deform the bullet. That force is pointing into the bullet, not the target so that force can't be applied to the target.
This is a confusing topic and good to discuss. My friend's idea to use the solid state gyroscope is smart b/c it can measure the force directly.
If I ever get this working I'd like to try the solid state gyroscope idea.