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As I understand time dilation, at 90% of the speed of light, a space traveling twin would age at a rate 44% of his/her twin on earth; at 99% it would be 14% and at 99.9% it's 4.5%. And these differences would be permanent. Since relativity explains things in terms of spacetime, does this mean that a rocketship traveling at a constant 90% of the speed of light away from and back to Earth - except during turnaround when the rocketship would travel at non-uniform speeds - would shrink to 44% of its earth-length?
My take away from the twin paradox as to time dilation is that when the traveling twin returns to earth, he/she will be younger by a number of years calculated using the formulas and that this difference in aging would be observed by both twins even though they are currently sharing the same reference framework-lightspeed on earth. What about foreshortening? Would the spaceship on its return to Earth only be 44% of the length it was when it left earth? This seems more strange than the traveling twin being younger on his/her return to Earth even though both would be sharing the same reference framework, but given the unity of spacetime the dilation principle, I assume, should apply to both space and time.
Dave1939
My take away from the twin paradox as to time dilation is that when the traveling twin returns to earth, he/she will be younger by a number of years calculated using the formulas and that this difference in aging would be observed by both twins even though they are currently sharing the same reference framework-lightspeed on earth. What about foreshortening? Would the spaceship on its return to Earth only be 44% of the length it was when it left earth? This seems more strange than the traveling twin being younger on his/her return to Earth even though both would be sharing the same reference framework, but given the unity of spacetime the dilation principle, I assume, should apply to both space and time.
Dave1939