qb3
06-28-05, 05:40 PM
Hey. Check this out first:
it's important not to let these discussions degenerate into fights.. we don't even know each other! in the absence of physical threat/communic., it really is the substance of these discussions which is important. With this intent, i want to raise a question about the reciprocity of special relativistic time dilations. this has seemingly been discussed ad nauseum, but with possible overemphasis on the (flashy) specifics of gps timing and other sophisticated analytical avenues. All this is valued for its own sake, and has been highly informative, to be sure, but for the purposes of elucidating what i perceive to be a substantive underlying considerations inhering to this discussion, the simplified form of the thought experiment i'd like to raise here is as follows:
satellite/earth clocksynch scenario:
~satclock is corrected for gravitational redshift -i.e. its speed is artificially slowed to compensate for it's emergence from earth's gravitywell. (this part is general relativity, wherein the sat's acceleration 'out' has to overcome both its own inertial resistance and Egrav..)
~satclock corrected for sr blueshift -its speed is artificially augmented to compensate for its slowdown (by earthclock standard) due to increased orbital velocity...? i guess i'm assuming continued local station of the satorbit relative to earthsurface... and lets raise in sidebar here the issue of whether these contradictory effects might 'cancel' via equivalence...
-and please everyone feel free to dig in here, above or below-
~one issue that captures my interest has to do with the question of whether, when satvelocity increases relative to earth (demanding clocksynch correction), does earthvelocity increase relative to satellite? the suggestion being that, assuming the attendance of an equivalency of referenceframes to the relativity of motion, earthclocks from the pov of the satellite would blueshift, requiring a corresponding correctional speed augmentation of satclock, which would seem to introduce a kind of feedback indeterminism... some SIMPLE mathematics would really help clarify this issue, if anyone capable could oblige...
~the answer i would propose, however, is that, due to the precessional orbits entered by gravitationally-located, scale-differential relative masses, earthvelocity does not actually increase from satperspective, and that E-rotation allows for across-scale velocity-synchrony. The interesting point here is that this v-synch occurs in supercession of the special theory of relativity, which implies, in absence of differentiation, that relative motion is attended by a scale-independent (i.e. imaginary) equivalency of relative referenceframes.
=b
it's important not to let these discussions degenerate into fights.. we don't even know each other! in the absence of physical threat/communic., it really is the substance of these discussions which is important. With this intent, i want to raise a question about the reciprocity of special relativistic time dilations. this has seemingly been discussed ad nauseum, but with possible overemphasis on the (flashy) specifics of gps timing and other sophisticated analytical avenues. All this is valued for its own sake, and has been highly informative, to be sure, but for the purposes of elucidating what i perceive to be a substantive underlying considerations inhering to this discussion, the simplified form of the thought experiment i'd like to raise here is as follows:
satellite/earth clocksynch scenario:
~satclock is corrected for gravitational redshift -i.e. its speed is artificially slowed to compensate for it's emergence from earth's gravitywell. (this part is general relativity, wherein the sat's acceleration 'out' has to overcome both its own inertial resistance and Egrav..)
~satclock corrected for sr blueshift -its speed is artificially augmented to compensate for its slowdown (by earthclock standard) due to increased orbital velocity...? i guess i'm assuming continued local station of the satorbit relative to earthsurface... and lets raise in sidebar here the issue of whether these contradictory effects might 'cancel' via equivalence...
-and please everyone feel free to dig in here, above or below-
~one issue that captures my interest has to do with the question of whether, when satvelocity increases relative to earth (demanding clocksynch correction), does earthvelocity increase relative to satellite? the suggestion being that, assuming the attendance of an equivalency of referenceframes to the relativity of motion, earthclocks from the pov of the satellite would blueshift, requiring a corresponding correctional speed augmentation of satclock, which would seem to introduce a kind of feedback indeterminism... some SIMPLE mathematics would really help clarify this issue, if anyone capable could oblige...
~the answer i would propose, however, is that, due to the precessional orbits entered by gravitationally-located, scale-differential relative masses, earthvelocity does not actually increase from satperspective, and that E-rotation allows for across-scale velocity-synchrony. The interesting point here is that this v-synch occurs in supercession of the special theory of relativity, which implies, in absence of differentiation, that relative motion is attended by a scale-independent (i.e. imaginary) equivalency of relative referenceframes.
=b