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Yes you are correct. Using 7th grade geometry we can calculate the elongated visual reflection of light. And yes that makes the universe appear smaller by comparison. This is just part of relativity. The view is elongated within the frame and contracted outside of the frame. It's just the view not the physical object in SR.
Quote from: GoC on 10/02/2017 15:02:49Yes you are correct. Using 7th grade geometry we can calculate the elongated visual reflection of light. And yes that makes the universe appear smaller by comparison. This is just part of relativity. The view is elongated within the frame and contracted outside of the frame. It's just the view not the physical object in SR.Yes, but my concept says, the dilation of the object that travels is real, by gamma.
I have calculated that objects that travel faster, get elongated in the absolute frame. This means that if you hold a meter stick, it will become greater as you accelerate, hence you
Quote from: Nilak on 10/02/2017 09:51:29I have calculated that objects that travel faster, get elongated in the absolute frame. This means that if you hold a meter stick, it will become greater as you accelerate, hence you Since you've shown absolutely no calculations, I find it impossible to believe you. So should others.
If you take relativistic kinetic energy 1/2 gamma m v^2 then the gamma term can with be taken as applying to mass or to the length components of the velocity. This is the problem. It cannot apply to the distance components since that would require an acceleration in proper time. A relativistic increase in mass is therefore the factor causing the time dilation.
Also since gamma depends upon velocity you would need an infinite series of corrections recursively applied to gamma. Not a tenable position really is it?
Try this one. 1/sq. rt. (1-v^2/c^2) for the gamma factor length increase. You have a good mind. You should study math to improve your understanding quicker.