Hyotopii said:
So if Peoplefrom iss and People from Earth have a live conversation, the People from Earth Sound a Little bit like slow Motion ?
Hyotopii said:
what if the Energy Parameters would differ severely
Instead of "energy parameters", let's use the term "relative speed", since it's the right one. And instead of the ISS orbiting the Earth, which brings in a lot of complications (gravity is present, the direction of the ISS in orbit is constantly changing, etc.), let's talk about two spaceships passing each other at relativistic relative speed and communicating by video chat.
Then the answer is that, if no corrections are made for time dilation or Doppler effect, each spaceship's crew will see the
other spaceship's crew over video chat to be:
(1) Moving and talking
faster than them while the two ships are approaching each other before they pass;
(2) Rapidly shifting from moving and talking faster to moving and talking slower as the ships pass each other;
(3) Moving and talking
slower than them while the two ships are receding from each other after they pass.
This is because what each spaceship's crew actually sees, if no corrections are made, is governed, not by time dilation, but by the relativistic Doppler effect.
However, it is possible, if both ships know each other's trajectories beforehand, for software in the video chat link on each spaceship to correct for the light travel time of the video signals before presenting to the crew the images and sound from the other ship.
If just this correction is done,
then each ship's crew will see the other crew to be moving and talking slower all through the scenario.
In other words, time dilation is what remains of the relativistic Doppler effect
after correction for the light travel time of the signals has been applied.
Also note that all the effects I described are
symmetric between the two ships; each ship's crew sees no change in its own behavior, and sees the
same change in the
other crew's behavior.
To explain why an astronaut aboard the ISS, then, experiences slightly less time per orbit than an observer on Earth, you have to look at the relative motion of the ISS and the Earth observer during the entire orbit and how it changes, and add up all the relativistic Doppler effects to see which observer's clock comes out ahead. You can do this from the point of view of either observer, and the answer will be the same. In other words, this situation is
not symmetric, but that's because this situation is not a simple "time dilation" situation like the one where the two ships just pass each other once and never meet again.