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-2 votes
1 answer
65 views

Lorentz transform causes Faster than light motion for Spacelike-separated object?

Consider a 5-meter rod which exists on the x-axis of a frame of reference: Now consider an observer moving at a velocity $0.1c$ relative to this reference frame, from right to left. Their frame of ...
Anuj Manoj Shah's user avatar
0 votes
0 answers
51 views

Geometric definition absolute velocity in affine spaces

currently I am reading the following paper by Halvorson and Clifton (https://arxiv.org/abs/quant-ph/0103041) where they try to argue that localizable particles are inconsistent with relativistic ...
dancingqueen's user avatar
2 votes
0 answers
179 views

An interpretation of special relativity? [closed]

Consider a 4-dimensional space $\mathrm{S}$ in which all objects move at the same speed $c_S$ but in different directions. For the objects A and B that move in directions $\overrightarrow{u_A}$ and $\...
Morteza's user avatar
  • 21
0 votes
4 answers
184 views

Spaceships with relativistic instruments

I wonder if it is possible, for future spaceships, to have somekind of instruments on board, that will tell the pilot what his true speed through spacetime is and how much time dilation he is ...
Nuke's user avatar
  • 107
3 votes
2 answers
702 views

Proper time and 4-velocity

Now, 4-velocity is defined as $\mathbf u^\mu$ = $dx^\mu/d\tau$, $\tau$ being the proper time. And then the four momenta is $\mathbf P^\mu$= $m_0$$\mathbf u^\mu$. My doubt is, suppose we have two ...
Ruchi's user avatar
  • 453
0 votes
4 answers
129 views

Observed Behavior of Light When Relative Motion $> c$

I am trying to wrap my head around some of the implications of relativity. Hopefully somebody can help enlighten me with a specific example I am wondering about: We have 2 objects, A and B, that are ...
evildemonic's user avatar
0 votes
1 answer
345 views

Another question about Four-velocity derivation

Consider,again (Question about derivation of four-velocity vector) the following: For a massive particle with position $x^{\mu}(t) = (x^{0},x^{1},x^{2},x^{3}) \equiv (x^{0},\vec{x})$ we define the ...
M.N.Raia's user avatar
  • 3,085
1 vote
2 answers
237 views

Naive question about the need to construct the 4-velocity

Special relativity was not born as a 4-covariant theory. Instead, Einstein derivated the kinematical quantities without spacetime,therefore without 4-vectors. Consider then the following: First ...
M.N.Raia's user avatar
  • 3,085
2 votes
2 answers
517 views

Applying Lorentz Transformation

Lorentz Velocity Transformation: $$v_x = \frac{v_x' + u}{1+\frac{uv_x'}{c^2}}\tag1$$ $$v_x' = \frac{v_x - u}{1-\frac{uv_x}{c^2}}\tag2$$ The speed of spaceship and scoutship are given relative to ...
TheDataScientist101's user avatar
1 vote
5 answers
577 views

What is so special about the factor $\sqrt{1-{v^2/c^2}}$ in special relativity?

I am studying a book about relativistic equations and special relativity, and I keep seeing $\sqrt{1-{v^2/c^2}}$ everywhere. It is not, as with most of the concepts in special relativity, simply a ...
user27816's user avatar
1 vote
3 answers
212 views

Relativity and time

Einstein's relativity states that times goes slowly in a moving clock.That means if my friend moves at a speed of $v$ his time will go slowly. But I am also moving at a speed of $-v$ relative to him. ...
Theoretical's user avatar
  • 1,400
-2 votes
1 answer
109 views

What do things move relative to?

When someone says that a spacecraft in otherwise empty space is traveling at a constant velocity of 10 km/h (for the sake of convenience) then what is the reference point for which this measurement ...
Sigma's user avatar
  • 147
2 votes
1 answer
212 views

The path that a light beam takes in empty space

First excuse me if this question is very simple for you but for me and for my friend is not. Recently we were discussing what path a light beam will follow in a box moving at a constant velocity in ...
newzad's user avatar
  • 275