- #1
sweet springs
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Hello. I have a question on inertial motion transverse to gravity force, e.g. blocks of dry ice floating on the smooth and flat floor on Earth. For simple mathematics I explain my problem in Rindler case.
Let a group of N rockets gather at origin (0,0,0,0) of a IFR and let them start with constant X-proper acceleration.
We set #N rocket have initial velocity of transverse direction, say Y, as ##v_{N}<<c##.
In the IFR the law of inertial motion of Y direction tells that Y position of #N rocket according to time T is
[tex]Y_N=v_N T [/tex]
IFR people observe clocks on rocket walls tick slower and slower due to increasing X-speed of rockets, e.g. rocket clock ticks for first 1 meter Y-displacement 3 minutes but for next 1 meter it ticks only 2 minutes.
As for X-acceleration in IFR, does TOR not assure constant v_Y for inertial motion but deceleration due to v <c ? In rocket systems does inertial motion in transverse direction appear as acceleration?
Let a group of N rockets gather at origin (0,0,0,0) of a IFR and let them start with constant X-proper acceleration.
We set #N rocket have initial velocity of transverse direction, say Y, as ##v_{N}<<c##.
In the IFR the law of inertial motion of Y direction tells that Y position of #N rocket according to time T is
[tex]Y_N=v_N T [/tex]
IFR people observe clocks on rocket walls tick slower and slower due to increasing X-speed of rockets, e.g. rocket clock ticks for first 1 meter Y-displacement 3 minutes but for next 1 meter it ticks only 2 minutes.
As for X-acceleration in IFR, does TOR not assure constant v_Y for inertial motion but deceleration due to v <c ? In rocket systems does inertial motion in transverse direction appear as acceleration?
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