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Though light is ever so slightly slower, there is almost no difference between the speed of light in a vacuum and it's speed in our atmosphere. The speed of light in our atmosphere is something like 99.97% of the speed of light in a vacuum.

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βˆ™ 15y ago
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βˆ™ 14y ago

Trick question!! We start with the given that no one can accelerate to the speed of light. Ignoring that: one hour will have passed on earth. When traveling at exactly the speed of light, there is no passage of time, so the traveler would not be able to gauge when to stop the trip. There would be no way to set a timer or other mechanism on the ship to do this, since anything and everything accompanying the traveler occupies a frame of reference in which time is not passing. So someone on earth would have to measure the hour, and that's the hour that would pass. To the traveler the trip would feel as if it didn't even happen. The time spent at light speed would pass instantaneously for her/him. Answer According to Einstein's Special and General Theories of Relativity, it would be impossible for you to travel at the speed of light because, as you approach the speed of light, c, your mass increases until it becomes infinite at the speed of light and therefore it would take an infinite amount of energy to reach that speed. Therefore, no object with mass can ever attain the speed of light. In addition your length in the direction of travel shortens to zero, and the passage of time slows until it stops. However, should you accelerate near the speed of light and stay there in orbit for an hour, and if I assume that you mean an hour your time, then, as your time has slowed down, whilst an hour passes on your space ship, a considerably longer period of time elapses on earth to someone observing you. Depending upon your speed, this could be anything from one hour and a fraction of a second, to billions of years. This is known as the famous 'twin' paradox as postulated by Einstein. If a twin goes off in a spaceship travelling even half the speed of light, and returns to earth hoping to meet with his twin again, he will find his brother either old or dead of old age, as, to the twin accelerating away from earth, time aboard the ship will slow down in comparison with that on earth. This effect has been proved by space missions that have taken atomic clocks into space that had a synchronised comparison clock left on the earth. On the return of the ship it was found that its clock had slowed down by a fraction of a second (as the ship did not reach anywhere near light speed so the effect was small) - an amount exactly as Einstein had predicted by his equations.

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βˆ™ 11y ago

The answer would depend on how CLOSE the spacecraft came to lightspeed, and how quickly it could accelerate. The math is somewhat involved, and is related to the inverse square of the difference between lightspeed (abbreviated "c") and the speed of the spacecraft. So a spaceship which maxes out at .90*c will experience some time dilation, while a spacecraft that gets to 99% of c will experience a LOT of time dilation.

If a spacecraft could accelerate to .99999999999c for five years of "ship time", stop and then return at the same speed, the Sun itself would have grown old and died.

However, the answer to the first part of the question is "not by any means we know of." The fastest spacecraft currently (and for the foreseeable future) is Voyager 1, which has a speed relative to the Sun of about 17.3 kilometers per second. This is pretty fast, but light is about 17300 times faster than that; it's all well and good to talk about 0.9c, but we're still dabbling around at about 0.00006c.

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βˆ™ 13y ago

8 minutes 32 seconds at the speed of light

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βˆ™ 14y ago

Less than a minute. But that is not likely to happen; apparently it ain't possible to travel faster than light.

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βˆ™ 13y ago

Time slows down by a factor of 1 / square root of 1- (v2 / c2), where v is the velocity (or speed) of the object, and c is the speed of light.

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βˆ™ 6y ago

At the speed of light, a photon will take about 8.3 minutes (500 seconds) to reach Earth

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βˆ™ 9y ago

Light, traveling at the speed of light, traverses the space

between the sun and the Earth in 81/3 minutes.

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βˆ™ 14y ago

appoximately 8 minutes

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βˆ™ 13y ago

2.71 years (rounded)

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Q: Can a spacecraft accelerate to or near the speed of light and if so if there were a human on board and it traveled 10 light years and came back to Earth how many years would have passed on Earth?
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Is it true that Earth's gravitational pull on a spacecraft is greater as the spacecraft moves away from Earth?

False. The attractive force of gravity decreases with the square of the distance.


What was the first American spacecraft carrying an astronaut to orbit Earth?

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