Gravity & Time Travel
Ok so bear with me here...
I've been listening to Carl Sagan lectures on audiobook while at work. Black holes gravity is so strong it bends matter, light, space... the closer you get to the event horizon, the more intensely gravity pulls. So! Someone sending messages at regular intervals who is approaching a black hole to a fixed point. The messages would be received slower and slower as the black holes gravity pulls everything in harder. This means time is moving faster for the guy approaching the black hole. Therefore? a stupid high level of Increase Gravity would affect TIME ITSELF! (Maybe? Right?) I realize this is both: 1. Incredibly soft science fiction 2. Stupid high levels of increased gravity and there would be cheaper ways of doing it for sure. |
Re: Gravity & Time Travel
More or less, but this would be affecting the heavy-gravity person/entity in a way we consider less useful--it would make him appear to slow down to the rest of the world, provided they were somehow shielded from the relativistic distortion. Effectively, the gravity distortion you're talking about could at best be used as a very efficient suspended animation mechanism, and only useful if they could accurately turn it off.
|
Re: Gravity & Time Travel
Quote:
The messages would be received at the normal rate. The frequency on which the transmission is broadcast would get lower. This is gravitational red-shift. |
Re: Gravity & Time Travel
Quote:
Quote:
|
Re: Gravity & Time Travel
Quote:
|
Re: Gravity & Time Travel
Quote:
|
Re: Gravity & Time Travel
Quote:
|
Re: Gravity & Time Travel
Quote:
If you're standing at the bottom of a deep gravity well, your clock ticks more slowly when compared with another clock standing at the top of the well. The atomic oscillations that determine the frequency of emitted light are also slowed. Of course you age more slowly and experience the passage of time more slowly, so the light looks perfectly normal to you (as it must). If you're falling, you also have relative-velocity time dilation and Doppler shift to worry about, and the math starts to get more complicated. The amount of dilation/frequency shift depends on both the strength of gravity and the height difference between you and the other guy. For ordinary gravities and heights, the effect is relatively small. Assuming uniform gravity g over a height h, the fractional change in time rates is g*h/c^2, where c is the speed of light. That is, for a 1g field, it would have to extend around 1 lightyear before the difference in rates would be game-significant. In more ordinary units: fractional rate change = 0.00000000000017*(gravity in g's)*(height difference in miles) TeV |
Re: Gravity & Time Travel
Quote:
The sender at the bottom sends pulses of 400 nanometre (violet) light every second. If the gravitational redshift factor is 1.5, then the receiver at the top receives pulses of 600 nanometre (orange) light every 1.5 seconds. TeV |
Re: Gravity & Time Travel
Quote:
|
| All times are GMT -6. The time now is 05:26 PM. |
Powered by vBulletin® Version 3.8.9
Copyright ©2000 - 2024, vBulletin Solutions, Inc.