I don’t think that is right, because kinetic energy is the definite integral of momentum in respect to velocity. Force is the derivative of momentum, so if you are working with equations of force you would have to integrate twice. That is why you ended up having an incorrect equation for force. You can differentiate relativistic momentum to get the force equation. I derived the kinetic energy equation once by assuming that it’s the change in position and momentum, like in the Schrödinger’s Equation. In classical physics, the integral of position and momentum is supposed to represent kinetic energy. Gamma to the 3/2 shows up a lot, but I don’t think acceleration has it cubed. Gamma to the 3/2 is basically determining the instantaneous rate of change of the Lorentz Factor under acceleration.
2026-04-15 16:37:37
4
𝕮𝖔𝖚𝖓𝖙𝖗𝖞𝕰𝖉𝖎𝖙𝖘𝟞𝟡𝟘 :
this must be hell to program, what software do you use?
2026-03-29 15:33:28
3
Study :
Math is goated
2026-05-23 13:05:51
0
ɴɢườɪ ʟỳ ʜọᴄ ᴛʀốɴɢ 💤 :
love your content and what u r doing bro
2026-03-29 03:53:28
10
Huỳnh :
I'll confront this soon as I go to university ☝
2026-03-29 06:22:23
0
trongnghia6995 :
LOOK AT MY REPOSTT
2026-04-30 15:36:00
0
Brian Lee :
@thesushidevourer
2026-05-15 03:16:38
2
jose angel :
🥰🥰🥰
2026-05-27 17:41:28
0
Вльодик :
@sünrısē💠
2026-03-29 09:22:59
0
Astroregí_191936 :
me veras en cada video de matematicas
2026-03-30 21:08:55
0
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