Lectures on special relativity
The aim of the book is to provide a clear, concise and self-contained discussion of both the structure of the theory of special relativity and its physical content. The point of view is that of a practising physicist who uses relativity daily: relativity is a branch of physics and is regarded as being neither mathematics nor philosophy. Particular care has been taken to elucidate those difficulties, conceptual rather than mathematical, which invariably snare the unwary or inexperienced. The material is liberally illustrated with real examples and problems drawn from both high energy physics and from astrophysics.
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What is Relativity?
Time Dilation and Lorentz Contraction
Momentum Energy Kinematics and Dynamics
2 other sections not shown
4-acceleration 4-momentum 4-vector field 4-velocity accelerated clock aether angle atom Calculate centre of mass charged particle components conservation constant velocity coordinates covariant equations decay define dilation dx dt electron energy and momentum equation of motion ergs example faster than light frequency Galilean transformations GeV/c high energy inertial frame inertial mass instantaneous rest frame interval invariant kaon laboratory Lecture Lorentz contraction Lorentz covariant Lorentz force law Lorentz transformations low velocity magnetic field mass energy Maxwell frame Maxwell's equations measured meson momentum and energy moving muons Newtonian mechanics numerical content observed obtained paradox parallel axes phase velocity photons physics pion principle of relativity PROBLEM propagate proper acceleration proper lifetime proper mass quantities quarks relation relative velocity rest mass scalar signals spacelike spacelike separated special relativity speed of light star starship string tachyon theory timelike transverse travelling units vector velocity of light wave zero