When the distant observer and BB are separated by one light year
On Saturday, December 9, 2023 at 7:33:14 PM UTC-8, Sylvia Else wrote:
On 10-Dec-23 8:24 am, patdolan wrote:Sylvia, does this mean that the statement below from Cal-Tech Cosmos is also meaningless? If not, why not?
When the distant observer and BB are separated by one light yearI'm sure you've been told before that this is meaningless, and that the
rest of your argument falls apart accordingly.
Sylvia.
"Proxima Centauri is a small, low-mass star located 4.2465 light-years (1.3020 pc) away from the Sun"
On Sunday, December 10, 2023 at 2:51:14 AM UTC-8, Sylvia Else wrote:at issue here. Yet you quail at making the full argument. Please do so. It is essential to my ultimate dismantling of the relativistic doppler.
On 10-Dec-23 2:43 pm, patdolan wrote:Sylvia, thank you for broaching the subject of relativistic velocity qua perceived distances. You have doubtlessly noticed the 2:1 ratio of the helical turn counts. You know what that implies in view of gamma = 2. You obviously understand what is
On Saturday, December 9, 2023 at 7:33:14 PM UTC-8, Sylvia Else wrote: >>>> On 10-Dec-23 8:24 am, patdolan wrote:No. The main reason is that it's not referencing a distance at two
Sylvia, does this mean that the statement below from Cal-Tech Cosmos is also meaningless? If not, why not?When the distant observer and BB are separated by one light yearI'm sure you've been told before that this is meaningless, and that the >>>> rest of your argument falls apart accordingly.
Sylvia.
"Proxima Centauri is a small, low-mass star located 4.2465 light-years (1.3020 pc) away from the Sun"
different places. Also, the star is not moving at a significant fraction
of the speed of light relative to the solar system.
Sylvia.
Consider a distant observer traveling towards Big Ben in London at
the customary .867c. When the distant observer and BB are separated
by one light year, between them lies a helical path of light
originating from the tip of Big Ben's little hand. At the aforesaid
distance of one light year, the reader can easily calculate that the aforesaid helix has precisely 730.5 turns.
At a velocity of .867c it will take the distant observer 1.1534
years to travel one light year and reach Big Ben, during which time
Big Ben's little hand will have produced another 848.33 turns of the
helix, for a total of 1579 turns. So the distant observer is able
to count at most 1579 turns of the helix on his 1.1534 light year
trip to Big Ben from one light year away at a velocity of .867c
Now we apply the relativistic Doppler formula to the revolution of
Big Ben's little hand from the stand point of the distant observer.
With the direction of travel towards BB, and beta equal to .867, we
arrived at a doppler multiplier of 3.747. Therefore the distant
observer must count 2738 revolutions per year due to relativistic
doppler, for a source frequency of 730.5 revolutions per year. So
during his 1.1534 year trip, according to the relativistic doppler
formula, the distant observer must count 3158 revolutions of Big
Ben's little hand.
Gentle reader, I ask you to consider which answer to this conundrum
are we to choose?
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