Farsight:
By falling. Gravity converts some of your mass-energy into kinetic energy. When you hit the ground the kinetic energy is dissipated, and you're left with a mass-deficit. You can't directly measure this on a weighing scales, but you can measure that kinetic energy.
I'm unclear as to which theory of gravity you're using here.
In Newtonian gravity, falling does not covert mass-energy to kinetic energy; it converts gravitational potential energy to kinetic.
In General Relativity, conservation of energy is somewhat problematic for a falling object. In the falling object's inertial frame of reference, there is no energy conversion going on at all. Falling is the natural motion. If you stand on the Earth and watch a falling object, then you, the observer, are accelerating, in which case conservation of energy does not apply. In your frame of reference there is an apparent "pseudo-force" acting on the falling object to accelerate it.
Please describe what picture you are using that explains the increase in kinetic energy in terms of a conversion of
mass into kinetic energy. I tell you in advance that this is not Einstein's picture, just in case you believe it is.
Yes. It takes work to make you go up. It doesn't take work to make a photon go up.
Again, in the Newtonian description, it does take work to make a photon go up, and the photon loses energy as a result of its increase in gravitational potential energy. Are you using the general relativistic description? Or something else?
It's easier to start with why you lose energy when you fall. It's because of the wave nature of matter.The photon has an E=hf wave nature, it is kinetic energy. We can reduce the photon kinetic energy in Compton scattering, and in theory we could reduce it all the way, such that all of the photon E=hf wave energy is converted into electron kinetic energy and there's no photon left. Or we make matter out of it in pair production. This matter is
made of kinetic energy. Simplify yourself to a single electron, then remember electron spin and the Einstein-de Haas effect and the
Poynting vector, and simplify that electron to light going round and round a square path. Gravity makes the horizontals curve downwards, so the electron position changes. It falls down, faster and faster:
Hence gravity converts internal kinetic energy into external kinetic energy. Or if I throw an electron up into the air, it converts external kinetic energy into internal kinetic energy. Ditto when I throw you up into the air.
This is presumably a mish-mash of your own ideas. It doesn't make much sense. Things like the Compton effect and pair production have nothing to do with falling under gravity, so that's a red herring for a start. It is also clear that you don't have a very good picture of kinetic energy, judging by your claim that matter is
made of kinetic energy. Then you introduce more red herrings with the Einstein-de Haas effect and the Poynting vector. I'm sorry, Farsight, but I know what those things are and you can't blind me by throwing around random scientific-sounding terms that are irrelevant to your argument. I don't understand your pretty picture of an electron going around in a square, or how you think that is relevant. At best, you aren't explaining yourself very well; at worst, that's just nonsense.
You don't need to do any experiment. You know the bullet didn't change. Just as you know that photons don't change just because you accelerate towards them. Not unless you believe in magic.
Forget photons for a moment. Consider a police car coming towards me at constant speed with siren blaring. Do I hear a higher frequency than when the car is stationary? If I do, why did the frequency increase? Do you think the siren's mass was converted into higher-frequency sound waves, perhaps?
Now, consider the reverse situation, where the police car is stationary and I run towards it at constant speed. Again, do I hear a higher frequency that when I was stationary? If I do, why did the frequency of the sound increase this time?
Please explain both effects in terms of energy of the sound wave - unless you deny that the effects happen, of course.
Not really, because matter is made of kinetic energy, and energy is the one thing you can neither create nor destroy. I do not reduce the bullet's energy by accelerating you.
Suppose that you fire a bullet at me and I am somehow able to run really fast away from it, so that it is catching up with me at 1 m/s, while still travelling at hundreds of metres per second relative to the gun that fired it. When that bullet hits me, will it bounce off my clothes harmlessly, or will it penetrate my body and injury me in the same way that it would if I was standing still?
Your argument is that my running away cannot reduce the bullet's energy. So, explain where the energy goes in this example.
I'm not wrong. You're clutching at straws.
You're the third person in the past two days who has attempted argument by assertion at me. And the third person to fail.