mee
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If quasars are appearing to travel at almost the speed of light from us, what would the relative time frames between us be.
The discussion revolves around the concept of time frame differences between observers on Earth and quasars, particularly focusing on the implications of relativistic speeds and time dilation. Participants explore the relationship between the observed behavior of Cepheid variable stars and redshift, as well as the effects of space expansion on time perception.
Participants express uncertainty regarding the interpretation of "relative time frames" and whether it pertains to time dilation or space expansion. There are competing views on the implications of redshift and the historical context of quasars, indicating that the discussion remains unresolved.
Limitations include the dependence on current technological capabilities for observing distant stars and unresolved questions about the nature of redshift in quasars.
dicerandom said:I'm not entirely sure what you mean by "relative time frames", but I think you're asking about time dilation?
mee said:Yes that is probably correct.
bernhard.rothenstein said:have a look please at
Kurtiss J. Gordon
Consideration of quasar redshifts
am.j.phys. 48 514 (1980)
(emphasis mine)For a collection of moving sources with velocities randomly distributed, the classical Doppler effect predicts that half of the sources appear redshifted and half appear blueshifted. When relativistic speeds are involved, the transverse Doppler effect introduces a preponderance of redshifts over blueshifts. In this article it is shown that the size of the effect (i.e., the ratio of redshifts to blueshifts) can be calculated in a straightforward manner. For quasars, redshifts as large as 3.5, corresponding to velocities of 0.91c, have been observed. At this speed, randomly directed motions will produce almost an order of magnitude more redshifts than blueshifts. This consideration should be mentioned in discussions of whether quasars are ''local'' rather than ''cosmological''