Relitivistic time equasions.
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Assuming i know the time from an observer, as well as its velocity with respect with a point.
Could i calculate the time at that point?
Also, if i know the time from another observer and its velocity with respect to the same point, would the two calculated times be identical?
From,
Nice coder
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Can anyone help? (this should be straightforeward..... [google] is no longer my friend [sad])
From,
Nice coder
From,
Nice coder
Author
ok, so i can calculate the time dialation from speed...
How would i do something like it for gravity. (ie, i have two masses, and the radius, how would i work out the dialation?)?
From,
Nice coder
How would i do something like it for gravity. (ie, i have two masses, and the radius, how would i work out the dialation?)?
From,
Nice coder
It is believed that gravitational waves do travel at the speed of light.
edit - nevermind, wrong question. Start looking here.
edit - nevermind, wrong question. Start looking here.
you might find this interesting, its a series of short draft essays I did over in the game design forum
http://www.gamedev.net/community/forums/topic.asp?topic_id=321923
http://www.gamedev.net/community/forums/topic.asp?topic_id=321923
To calculate that you will need a firm understanding of differential geometry and mertic spaces. Indeed, the answer to that question is based on how you define your metric. This page should be of help to you. That page assumes a Schwarzschild metric (the easiest, indeed, Schwarzschild found it not but a year after Einstien published his theory, while fighting a war, in his free time [smile]).
I hear that there is another way, using the assumption of a Maximum force in nature (for R3), however, I have yet to read it.
I hear that there is another way, using the assumption of a Maximum force in nature (for R3), however, I have yet to read it.
lol at pic.
Guy 1: Did you hear the joke about that new airplane ?
Guy 2: No
Guy 1: Well... thats alright, its way over your head anyway!
Audience: HHAHAHAHAHHAHA
Continuing the theme:
Two wrongs may not make a right but two rights make:
An Airplane!! Ahem. I am done now.
Guy 1: Did you hear the joke about that new airplane ?
Guy 2: No
Guy 1: Well... thats alright, its way over your head anyway!
Audience: HHAHAHAHAHHAHA
Continuing the theme:
Two wrongs may not make a right but two rights make:
An Airplane!! Ahem. I am done now.
The equation is:
t[movingDude] = t[observer] / sqrt(1 - v[movingDude]^2/c^2) where movingDude = the dude who is moving, observer = the dude who is observing, v is velocity and c is the speed of light (3x10^8 m/s)
t[movingDude] = t[observer] / sqrt(1 - v[movingDude]^2/c^2) where movingDude = the dude who is moving, observer = the dude who is observing, v is velocity and c is the speed of light (3x10^8 m/s)
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