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The special theory of relativity describes the motion and dynamics of objects moving at significant fractions of the speed of light.
0
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3
answers
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Why time "dilatation" and length "contraction"?
If a person A is stationary, let's say, with respect to a universal inertial frame, and another person B starts to move near light speed with respect to the same frame.
When both encounter each other …
1
vote
Outrunning a ray of light
Isn't this diagram wrong? I mean, following the reasoning, you can draw a straight line inside the cone in such way that the inclination is greater than the bisector line. Tracing a vertical line ove …
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Two particles colliding head on with each moving at almost the speed of light -- how long do...
I am not sure if i got the question
Say two humans, a proper distance $L$, shot each other. The time it takes to the particles hit themselves is given by
$$v_1 t = L - v_2 t \Rightarrow t = \frac{L}{v …
0
votes
1
answer
88
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Electric field due to a moving charge
I am having some problems involving the force that a source moving with speed $v$ along the $x$-axis would exert on a test charge at the $x$-axis.
Moving to the frame of the source charge, we got that …
2
votes
2
answers
126
views
Events and lorentz transform
A and B both start at the origin and simultaneously head off in opposite directions at speed $3c/5$ with respect to the ground. A moves to the right, and B moves to the left. Consider a mark on the g …
2
votes
0
answers
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Constant acceleration problem [closed]
A spaceship departs from the origin of the LCF Σ and moves along the $x$-axis with constant proper acceleration $a = 10 m/s^2$ until it attains the speed $v = 0.5 c$. Calculate the time the spaceship …
1
vote
How photon travel diagonally in a spaceship at relativistic speed according to Special Relat...
Ok, some corrections right?
The light never gain or lose velocity, its speed is always $c$ (in vacuum, anyway...).
So you are asking how can it travel in a diagonal, if it is a wave, right? I could as …
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2
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Problem in deriving the four-momentum with lagrangian
Now, the Lagrangian is
$$L = -m \sqrt{-n_{ab} \frac{d\xi^{a}}{d\lambda} \frac{d\xi^{b}}{d \lambda}}.$$
In the notes i am reading, it was said that the momentum $$p_{a} = \frac{\partial L}{\partial (\f …