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fusi0n
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If you hold a mirror at arm's length and look at your reflection, what will happen as you begin to run and a speed close to that of light (v=.99c). Will you still be able to see yourself? Will your image look any different?
fusi0n said:If you hold a mirror at arm's length and look at your reflection, what will happen as you begin to run and a speed close to that of light (v=.99c). Will you still be able to see yourself? Will your image look any different?
According to relativity, all the laws of physics should work the same way in every inertial (non-accelerating) reference frame--this includes the fact that the speed of light is the same in every inertial reference frame. Another way of saying this is that if you were in a windowless box moving at constant velocity, you would get the same results for any experiment you could do inside the box (including measuring how fast light moves from your face to a mirror) regardless of the box's velocity relative to the earth. So, even if you are moving at 0.99c in the Earth's frame, you can just as well look at this problem from the point of view of a frame where you are at rest and it is the Earth that's moving at 0.99c away from you, and since the laws of physics all work the same in this frame, you won't see anything different when you look in the mirror. Keep in mind that there's no such thing as absolute velocity in relativity, an object's velocity depends on what frame you choose, so it isn't meaningful to say someone's velocity is 0.99c unless you specify what that speed is measured in relation to (but light moves at the same speed in every frame so that's the only case where you don't have to specify--if a light beam goes by the Earth at 186,282 miles/second and then you take off in a rocket which moves at 185,000 miles/second away from the earth, you'll still find that the light beam is moving away from you at 186,282 miles/second, not 1,282 miles/second as you might expect).fusi0n said:Why will you see no difference?
No--like I said, since the laws of physics should work the same in every reference frame, you should see exactly the same thing in a mirror that's at rest relative to you regardless of how fast you and the mirror are moving relative to the earth.gurkhawarhorse said:so, am i right?
No. Any such observation can then be used to distinguish frames of referance which are in relative motion.fusi0n said:If you hold a mirror at arm's length and look at your reflection, what will happen as you begin to run and a speed close to that of light (v=.99c). Will you still be able to see yourself? Will your image look any different?
In that case you were right, the image in the mirror would appear slowed-down, although as jcsd said this has nothing to do with time dilation, it's just because light is taking longer and longer to get from you to the mirror and back as you move farther away from it (so this would be true in classical physics too).gurkhawarhorse said:but i thought mirror is staying on the Earth and u r looking at the mirror through a telescope. foolish me.
The theory of relativity is a scientific theory developed by Albert Einstein in the early 20th century. It explains how gravity works and how objects move in space and time, especially at high speeds.
According to the theory of relativity, the speed of light is constant in all frames of reference. This means that even at near-light speeds, the time it takes for light to reflect off a mirror and reach our eyes remains the same. However, the image reflected in the mirror may appear distorted due to the effects of time dilation and length contraction.
The speed of light is a fundamental constant in the theory of relativity. As objects approach the speed of light, time slows down and lengths appear to shrink. This means that an observer traveling at near-light speeds would see their reflection in a mirror as distorted due to the effects of time dilation and length contraction.
Yes, the effects of relativity can be observed in our daily lives, although they may be very small. For example, GPS satellites must use the principles of relativity to accurately calculate the time it takes for signals to travel between the satellite and a receiver on Earth.
The theory of relativity has greatly impacted our understanding of the universe and how it works. It has led to the development of important concepts such as black holes, gravitational waves, and the expanding universe. It also plays a crucial role in modern physics and our understanding of the fundamental laws of nature.