Problem A.4: Special Relativity - Part I (4 Points)
Special relativity has become a fundamental theory in the 20th century and is crucial for explaining many astrophysical phenomena. A central aspect of special relativity is the transformation from one reference frame to another. The following Lorentz transformation matrix gives
the transformation from a frame at rest to a moving frame with velocity v along the z-axis:
γ 0 0 γβ
0 1 0 0
0 0 1 0
γβ 0 0 γ
where β = v/c with c being the speed of light in a vacuum, and γ is the Lorentz factor:
γ =
1
p
1 − β
2
(a) State and explain the two traditional postulates from which special relativity originates.
(b) Draw a plot of the Lorentz factor for 0 ≤ β ≤ 0.9 to see how its value changes.
One of the many exciting phenomena of special relativity is time dilation. Imagine astronauts
in a spaceship that is passing by the Earth with a high velocity.
(c) Are clocks ticking slower for the people on Earth or for the astronauts on the sp
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Explanation:
man's best to be with him and his and friends and family
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