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It's possible though perhaps not with our current rocket technology.
Originally posted by Xeven
If you launched in a rocket and went in direct opposite direction of our galaxies movement through space could you ever actually stop? In other words have no movement at all in relation to everything else in the universe? Would you age very fast. Would time exist at all if you had zero movement through space?
Originally posted by Xeven
could you ever actually stop?. . .have no movement at all in relation to everything else in the universe?
If dark matter really exists, that seems to be an even bigger factor than the black hole, according to current thinking.
Originally posted by Xeven
reply to post by Arbitrageur
It seems even the black holes move through space. Is our black hole driving us (our galaxy) through the Universe ? Is the black hole tugging on space and dragging everything else along?
The angular momentum of the galaxy is a big factor you left out. If you spin a ball on a string over your head while running, the ball is going faster when it's going in the same direction you're running, and slower when going the opposite direction.
I wonder what our actual speed as individuals is. In other words if you take the speed of the galaxy + speed of solar system + speed of Earth orbit etc... how fast am I moving through the universe and if I stop then what?
By measuring the amount of the dipole anisotropy (the bluest part of the sky is .0033 K hotter than average), we can determine the magnitude of the earth's motion with respect to the CMB: the earth is moving at a speed of 370 km/s in the direction of the constellation Virgo.
You wouldn't notice much without instruments. With instruments you'd see this difference:
Back to speed of stop. If we could jump off our Galaxy and stop the galaxy would race away but would we dry up and rot away very fast since we are moving very slow or stopped?
The earth is moving with respect to the matter that last emitted the CMB, and therefore the CMB spectrum looks bluest (and, by Wien's law, therefore hottest) in that direction and reddest (and coolest) opposite to that direction.
When you see images of the CMB, this how they are usually presented.
Once the galactic contribution is removed, COBE saw this
You can plug in 370 km/s to see the relativistic factor for that velocity, 1.0000007616098334. So this illustrates the point that "Velocities in ordinary life which to us might seem incredibly fast have only a miniscule relativistic effect."
Velocities in ordinary life which to us might seem incredibly fast have only a miniscule relativistic effect. For example, orbital velocity (5 miles per second) produces a relativistic factor of change of only 1.000000000360219.
Traveling at 93,141.1985 miles per second (half the speed of light) produces a factor of 1.1547005383792517. Here the velocity is incredibly fast and yet the change is still quite small.