Methodological Foundations of Relativistic Mechanics |
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acceleration analytical mechanics assume basic Chapter classical and relativistic classical dynamics classical mechanics concept considered constant coordinate system Coulomb's law deduced discussed electric charges electromagnetic waves equa equations of constraint example expression fact force acting force function forms of energy formulations frame of reference frames moving uniformly Galilean Principle Galilean transformation equations given hold Hooke's law inertial frames kinematics law of conservation law of motion laws of classical laws of electrodynamics Lorentz force law Lorentz transformation Lorentz transformation equations mass massive bodies mathematical Maxwell's equations Maxwellian measured Michelson-Morley experiment Newton's law Newton's second law noninvariance observed motion parameters particle physicists position present Principle of Relativity problem reference frame relativistic dynamics relativistic mechanics relativistic theory rest with respect result rigid body situation Special Principle specific force laws t₁ theorem theory of relativity tion u²/c² uniformly with respect vector velocity of light x₁