Swank
and debonair
- Joined
- Feb 25, 2022
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- 2,353
Reading the recent discussion about the redshift evidence that has created the need for dark matter to explain the observations, I thought of another possible way that one might observe the universe seeming to be older and slowed down than what it appears: Time dilation.
When I first saw Interstellar I wasn't aware of the time dilation of planets orbiting black holes. It had simply never come up in my reading, so I presumed they had gotten that part wrong because they traveled in and out of a dilated reference frame with very little fuel consumption. I had assumed that all dilated frames required an equal commitment to acceleration as a spaceship in straight line flight - or what would be required to come to a hover over a black hole. But I was forgetting that a reasonably vector would put you in line to be accelerated by the black hole's gravity into an orbit that is as dilated as coming to a dead stop above the black hole, but the acceleration was "free" because gravity provided it. (Just as regular earth orbits are rather spectacularly high energy, being a balance between gravity and a Mach 32 escape velocity.) Which is why the Interstellar crew didn't realize how long they would be gone - it was just as easy to travel to a dilated planet as a regular one.
But I digress.
What if the black hole(s) at the center of our galaxy were much more massive than we thought? The obvious effect would be that the galaxy itself would have to revolve more quickly than we currently measure it to maintain a stable orbit with a much higher escape velocity. That velocity would in turn cause the objects orbiting in the galaxy to be in an accelerated, and therefore dilated, reference frame. Which would make the rest of the universe look weird because we'd be receiving light within our galaxy that comes from similarly dilated sources, but light from outside the galaxy would seem different because we are slowed.
I can think of any of number of problems with this happening - and I very much doubt I have a Nobel Prize in the offing. But has anyone read anything about how we measure our own orbital dilation? Is there a good methodology for observing one's dilation compared to some theoretical place with effectively zero dilation? It's fun to think about.
When I first saw Interstellar I wasn't aware of the time dilation of planets orbiting black holes. It had simply never come up in my reading, so I presumed they had gotten that part wrong because they traveled in and out of a dilated reference frame with very little fuel consumption. I had assumed that all dilated frames required an equal commitment to acceleration as a spaceship in straight line flight - or what would be required to come to a hover over a black hole. But I was forgetting that a reasonably vector would put you in line to be accelerated by the black hole's gravity into an orbit that is as dilated as coming to a dead stop above the black hole, but the acceleration was "free" because gravity provided it. (Just as regular earth orbits are rather spectacularly high energy, being a balance between gravity and a Mach 32 escape velocity.) Which is why the Interstellar crew didn't realize how long they would be gone - it was just as easy to travel to a dilated planet as a regular one.
But I digress.
What if the black hole(s) at the center of our galaxy were much more massive than we thought? The obvious effect would be that the galaxy itself would have to revolve more quickly than we currently measure it to maintain a stable orbit with a much higher escape velocity. That velocity would in turn cause the objects orbiting in the galaxy to be in an accelerated, and therefore dilated, reference frame. Which would make the rest of the universe look weird because we'd be receiving light within our galaxy that comes from similarly dilated sources, but light from outside the galaxy would seem different because we are slowed.
I can think of any of number of problems with this happening - and I very much doubt I have a Nobel Prize in the offing. But has anyone read anything about how we measure our own orbital dilation? Is there a good methodology for observing one's dilation compared to some theoretical place with effectively zero dilation? It's fun to think about.
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