Titlebook: Special Relativity; An Introduction with Michael Tsamparlis Textbook 20101st edition Springer-Verlag Berlin Heidelberg 2010 EFE.Four-accele

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Four-Force,e environment, which modulates motion. In the present chapter, we develop the dynamics of Special Relativity by introducing the four-vector of four-force. However, the real power of relativistic dynamics is via the introduction of the Lagrangian and the Hamiltonian formalism, which we shall also con

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Relativistic Angular Momentum,the angular momentum tensor of Newtonian Physics, which is a physical quantity described by an antisymmetric second-order tensor. This necessitates the introduction of new mathematical concepts and tools, the main one being the bivector. We shall also make use of the basics of the antisymmetric tens

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Geometric Description of Relativistic Interactions,hing” which has been created once and since then exists as an absolute unit for ever. Concerning the physical quantities associated with a particle they are divided into two classes: the ones which are inherent in the structure of the particle such as mass, charge and characterize the identity of th

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Newtonian Physics,the Theory of Special Relativity, we examine Newtonian Physics from the relativistic point of view. In the standard treatment, the concepts and the structure of Newtonian Physics are distinguished in a fundamental (and not formal as it is often stated) way, in two parts: kinematics and dynamics.

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The Foundation of Special Relativity,l Relativity. We emphasize that concerning their structure both Newtonian Physics and Special Relativity are similar, the difference between the two theories being in the method of position measurement.

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