Faster than light travel: it either constantly happens or never

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Discussion Overview

The discussion centers on the concept of faster than light (FTL) travel, exploring its feasibility within the framework of relativity. Participants examine the implications of the speed of light as a universal constant and the relativity of motion, questioning whether FTL travel can be defined or understood in different contexts.

Discussion Character

  • Debate/contested
  • Conceptual clarification
  • Exploratory

Main Points Raised

  • Some participants assert that if the relativity of the speed of light is proven, then FTL travel is impossible by definition, as movement must be relative to a reference point.
  • Others argue that the speed limit of the universe is c, independent of the speed of light, suggesting that even if light traveled at a different speed, the limit for massive objects would still be c.
  • A participant questions the definition of c, seeking clarification on whether it is strictly the speed of light or a broader speed limit.
  • There is a discussion about the relativity of motion, with some suggesting that "faster than light" can be defined relative to an observer's frame of reference, leading to potential misunderstandings.
  • Concerns are raised about the implications of limited confirmations of theories, emphasizing that no theory can be deemed absolutely true based on current evidence.

Areas of Agreement / Disagreement

Participants express differing views on the implications of relativity for FTL travel, with no consensus reached on whether FTL travel is possible or how it should be defined. The discussion remains unresolved with competing interpretations of the speed of light and its implications.

Contextual Notes

Participants highlight limitations in understanding, such as the dependence on definitions of speed and motion, and the complexities involved in synchronizing measurements between different observers.

runeks
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I'd like to share some thoughts I have had on faster than light travel, and hear from you if it really can be that simple. In short, it can be said that if we believe to have proven the relativity of the speed of light, faster than light travel is, by definition, impossible. No formulas, no big thought experiments about me sending messages back in time, just a simple assertion that if we assume relativity of the speed of light to the observer - which, as I spontaneously realize later on in this post, is simply proven - faster than light travel is impossible, by definition.

I mean, how could it be otherwise. If we always measure the speed of light to be c, then how can we ever move faster than it?

And what does moving faster than it mean? It seems obvious to me that movement has to be relative to some reference. In this sense, what does faster than mean? As far as I can tell, for example when overtaking someone on the highway, object A moving faster than object B means that object A is moving away from object C at a faster speed than object B is moving away from object C. Ie. faster than always has to include a third object, because if we only have object A and object B (and A is overtaking B), A is just moving away from object B, nothing else is happening. No one is moving faster in any sense.

This leads us to the seeming fact that the word faster than only makes sense when three object are involved. In the case of light, only two "objects" are involved - something moving and light, and the concept faster than no longer makes any sense.

Of course, if we define "faster than light travel" as based on the speed of movement of an object relative to the light I see, then it's possible. It happens when I turn on a lamp that faces one direction, and some other person walks in the opposite direction at, for example, 5 km/h. He will then be moving, according to my experience, at c+5 km/h.

But I guess my main point is, why are we even discussing "faster than light travel" when relativity seems to have proven that it is impossible? Unless I am misunderstanding something, and the relativity of the speed of light hasn't been proven. Though as far as I know, we've measured clocks on space ships moving relative to us, and confirmed that their clocks have "lost" time, hence the theory must be true. Actually, thinking of it, we can "prove" the relativity of the speed of light just by someone measuring the speed of light of a laser beam, while moving in a car, and me standing and the side of the road measuring the same laser beam.
If we get the same results, the speed of light is relative to the observer and faster than light travel is by definition impossible. Unless we define the travel as relative to me, and the light I see. Then it happens as soon as something moves.
 
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The fact that no object with mass can travel faster than c is independent of the fact that light itself also travels at c. Even if light traveled at some other speed, the speed limit of the universe would still be c.

So it's not simply a matter of observing something's speed.
 
DaveC426913 said:
Even if light traveled at some other speed, the speed limit of the universe would still be c.
I don't understand. I though c was by definition the speed of light (in a vacuum).
 
runeks said:
I don't understand. I though c was by definition the speed of light (in a vacuum).
c is the speed limit of the universe. That is more fundamental than the fact that light (and all other massless emissions) travel at c. There are many things that are not light that are nonetheless limited by c.
 
So are you saying that it is possible for light to move at some other speed than "the speed limit of the universe"?

Or are you saying that it is impossible for light to move at some other speed than "the speed limit of the universe"?
 
runeks said:
So are you saying that it is possible for light to move at some other speed than "the speed limit of the universe"?

Or are you saying that it is impossible for light to move at some other speed than "the speed limit of the universe"?

I'm saying that the logic in your opening post as far as massive objects moving at or above c seems to depend strongly on the speed of light being c. I'm saying that if light were to move at 770m/s, the massive objects would still be limited by c.

Reformulate your question about faster than c travel with all references to the speed of visible light rays removed.
 
runeks said:
I'd like to share some thoughts I have had on faster than light travel, and hear from you if it really can be that simple. In short, it can be said that if we believe to have proven the relativity of the speed of light, faster than light travel is, by definition, impossible. No formulas, no big thought experiments about me sending messages back in time, just a simple assertion that if we assume relativity of the speed of light to the observer - which, as I spontaneously realize later on in this post, is simply proven - faster than light travel is impossible, by definition.

Not by definition but according to theory.

[..] And what does moving faster than it mean? It seems obvious to me that movement has to be relative to some reference. In this sense, what does faster than mean? As far as I can tell, for example when overtaking someone on the highway, object A moving faster than object B means that object A is moving away from object C at a faster speed than object B is moving away from object C. Ie. faster than always has to include a third object, because if we only have object A and object B (and A is overtaking B), A is just moving away from object B, nothing else is happening. No one is moving faster in any sense.
[/QUOTE

"Faster than" is always with respect to a reference system. In mechanics one uses inertial reference systems. According to relativity theory, particles such as electrons cannot be accelerated faster than light in vacuum.

[..] Of course, if we define "faster than light travel" as based on the speed of movement of an object relative to the light I see, then it's possible. It happens when I turn on a lamp that faces one direction, and some other person walks in the opposite direction at, for example, 5 km/h. He will then be moving, according to my experience, at c+5 km/h.

In common language you will measure him to be moving at 5 km/h - without further specification, speeds are wrt the reference system that you use. However, wrt to your reference system, the speed of that person relative to the light rays in opposite direction is c+5 km/h; or, in modern jargon, their "closing speed" is -(c+5) km/h.

But I guess my main point is, why are we even discussing "faster than light travel" when relativity seems to have proven that it is impossible? Unless I am misunderstanding something, and the relativity of the speed of light hasn't been proven.
I would say that it has been fairly well established that c is "an absolute".
Though as far as I know, we've measured clocks on space ships moving relative to us, and confirmed that their clocks have "lost" time, hence the theory must be true.
Strictly speaking, no theory can be said to be true based on limited confirmation - and confirmation is always limited (read Popper for a rather extreme view on this).
Actually, thinking of it, we can "prove" the relativity of the speed of light just by someone measuring the speed of light of a laser beam, while moving in a car, and me standing and the side of the road measuring the same laser beam.
If we get the same results, the speed of light is relative to the observer and faster than light travel is by definition impossible. Unless we define the travel as relative to me, and the light I see. Then it happens as soon as something moves.

Not by definition, as Dave already pointed out. And it's not as simple as you think! The main effect is just a matter of clock synchronization. If both of you synchronize your clocks such that the one-way speed of light is the same in both directions for each of you (so that you disagree with each other), only a very small effect remains to be detected, and I don't think that the speed of a car is enough.

Harald
 
harrylin said:
In common language you will measure him to be moving at 5 km/h - without further specification, speeds are wrt the reference system that you use. However, wrt to your reference system, the speed of that person relative to the light rays in opposite direction is c+5 km/h; or, in modern jargon, their "closing speed" is -(c+5) km/h.

Note that when relativistic speeds are involved (and I would definitely call c relativistic) then the Galilean "add the velocities (with proper sign)" rule doesn't work either.
If you have a light beam going at speed c and someone walking at 5 km/h, then the light beam will travel at c relative to that person as well, not c + 5 km/h or c - 5 km/h.
 
runeks said:
Of course, if we define "faster than light travel" as based on the speed of movement of an object relative to the light I see, then it's possible. It happens when I turn on a lamp that faces one direction, and some other person walks in the opposite direction at, for example, 5 km/h. He will then be moving, according to my experience, at c+5 km/h.

The velocity is always relative to the observer, or reference frame. He is traveling at 5 km/h, and that is less than c.
 
  • #10
CompuChip said:
Note that when relativistic speeds are involved (and I would definitely call c relativistic) then the Galilean "add the velocities (with proper sign)" rule doesn't work either. [..]

Certainly, the Galilean transformation is not valid in relativity: the speed of light is measured to be c with any standard inertial reference system.
 

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