RQ wrote:This is why when you are talking to someone across the country, you don't talk, and then hear a pause, you talk and there's an immediate response Bob.
pat wrote:And, even if there were no gaps, the fastest the signal can possibly travel is the speed of light.
RQ wrote:yes when you push something that pushes something else is pushes it instanteneously fast
jinydu wrote:The Morse Code would do nicely (three short "ball pulses" is one letter, three long ball pulses is another letter, and so on).
However, there are some things that can travel faster than light. It is possible, so long as either 1) There is no way communication can take place or 2) The overall speed of information transfer is not faster than light.
bobxp wrote:Imagine a very long pole suspended in space, hundreds of miles long. If someone pushes one end of the pole, the other end moves instantly, right?
jinydu wrote:That is exactly what a rigid body is. If you push one side of it, the push reaches the other side instantaneously. As mentioned previously, Special Relativity forbids faster than light communication. Your claim that electrical pulses move instataneously would allow instantaneously (which is obviously much faster than light speed) communication, since electrical pulses can be used as a form of communication. To see why instantaneous communication creates problems, think about the following situation:
Think of two spaceships in space, moving relatively to one another. At some particular time, the ships are very close together (so that the time it takes to send a light pulse from one ship to another is negligible). There's nothing in Special Relativity that places any limit to how close they can get. Taking advantage of this situation, both ships decide to synchronise their clocks. For simplicity, let's say they both set their clocks to 0 at the moment when they are very close to each other. Since they are both (to as good a degree of approximation as you wish) at the same place at the same time, Special Relativity assures us that there will be no problem with this. No problems so far.
But the ships are moving relative to each other, so they won't stay close for long. We can look at the situation from Ship A's frame of reference. From that point of view, Ship A is stationary, while Ship B is moving. Thus, according to the Time Dilation formula, Ship A will claim that its clocks are running normally, while Ship B's clocks should be running slower than normal. Similarly, Ship B will claim that its clocks are running normally, while Ship A's clocks should be running slower than normal. Still no problem here.
Now, let's introduce your proposal for instantaneous communication. Let's say that Ship A and Ship B are connected by a (very long) electric wire. Some time after the ships passed very close to each other, Ship A wants to know what time it is on Ship B's clock. Using the electric wire, Ship A sends a message saying "What time is it on your clock?" Since you claim that the pulse moves infinitely fast, the message arrives at Ship B's clock instantaneously. Also, because of the instantaneous communication, Ship B's reply arrives instantaneously. Just as that person on Ship A sends the message, one of his crewmates checks the clock on Ship A. Then, he compares the that with the reply from Ship B. Then, he sends another message to Ship B, telling them which clock is faster (or equivalently, which clock reading has the higher value. If clock A reads 10 minutes, while clock B reads 7 minutes, then clock A is running faster). Let's say t(A) = The reading on Ship A, while t(B) = The reading on Ship B.
All this happens in an arbitrarily small amount of time, since the communication is instantaneous.
But now, we come to a problem. Remember that according to Special Relativity, Ship A will say that its clock is running normally, while Ship B's clock is running slowly. Thus, according to the people on Ship A, what should happen is t(A) > t(B). However, Ship B will say that its clock is running normally, while Ship A's clock is running slowly. Thus, according to the people on Ship B, what should happen is t(B) > t(A). We have a contradiction. One measurement cannot be greater than and less than another measurement. If it turns out that t(A) > t(B), people on Ship B will complain that the laws of physics have been violated. If instead t(B) > t(A), people on Ship A will complain that the laws of physics have been violated.
It turns out that this problem can be fixed if instantaneous communication is impossible. There must be some time delay in communications. If you work this situation out mathematically, using the equations of Special Relativity, you will find that there is no problem only if you assume that the fastest possible speed of communication is the speed of light.
As for communicating between LA and New York, the reason that you notice no delay is that the distance is so short. Remember, the speed of light is very fast. Thus, even when talking with someone on the other side of the world, the time delay is less than 0.05 seconds (you can try calculating for yourself. Time delay = Diameter of the Earth/Speed of light). This is too small for you to notice.
bobxp wrote:pat wrote:And, even if there were no gaps, the fastest the signal can possibly travel is the speed of light.
I disagree with that...imagine a tube hundreds of miles long in space, with the whole tube filled with marbles the radius of the inside of the tube. If someone were to push the marble at one end, the marble at the other end would come out instantly, wouldn't it?
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