Special Relativity Based Space Time by Geng Zhihao (5 results)

Paperback. Condition: Brand New. 60 pages. 8.66x5.91x0.14 inches. In Stock.

Taschenbuch. Condition: Neu. Neuware -Based on the analysis of successive space-time transformation with direction changed, we prove the Galilean transformation can be derived by two postulates, the principle of relativity, and the homogeneous and isotropic of time and space that meets the Euclidean geometry. As the two postulates are also believed to be satisfied by the special relativity, we further demonstrate the successive Lorentz boost with direction changed will lead to paradox. It is discussed the Wigner rotation should not be regarded as the relativistic effect for the composition of two Lorentz boosts, but it will give contradictory events against the Euclidean geometry. We believe seeking new space-time model for the special relativity would be the most feasible approach, and a hypothesis of 3+3 space-time model is proposed to solve the paradox. We also extend the Maxwell equations to the 3+3 space-time and obtain the new electromagnetic field quantities and the corresponding covariant electromagnetic field equations. It is discussed the 3+3 space-time can be approximated to the 3+1 space-time and the new field equations based on the 3+3 space-time can also be approximated to the Maxwell equations.Books on Demand GmbH, Überseering 33, 22297 Hamburg 60 pp. Englisch.

Taschenbuch. Condition: Neu. This item is printed on demand - it takes 3-4 days longer - Neuware -Based on the analysis of successive space-time transformation with direction changed, we prove the Galilean transformation can be derived by two postulates, the principle of relativity, and the homogeneous and isotropic of time and space that meets the Euclidean geometry. As the two postulates are also believed to be satisfied by the special relativity, we further demonstrate the successive Lorentz boost with direction changed will lead to paradox. It is discussed the Wigner rotation should not be regarded as the relativistic effect for the composition of two Lorentz boosts, but it will give contradictory events against the Euclidean geometry. We believe seeking new space-time model for the special relativity would be the most feasible approach, and a hypothesis of 3+3 space-time model is proposed to solve the paradox. We also extend the Maxwell equations to the 3+3 space-time and obtain the new electromagnetic field quantities and the corresponding covariant electromagnetic field equations. It is discussed the 3+3 space-time can be approximated to the 3+1 space-time and the new field equations based on the 3+3 space-time can also be approximated to the Maxwell equations. 60 pp. Englisch.

Taschenbuch. Condition: Neu. nach der Bestellung gedruckt Neuware - Printed after ordering - Based on the analysis of successive space-time transformation with direction changed, we prove the Galilean transformation can be derived by two postulates, the principle of relativity, and the homogeneous and isotropic of time and space that meets the Euclidean geometry. As the two postulates are also believed to be satisfied by the special relativity, we further demonstrate the successive Lorentz boost with direction changed will lead to paradox. It is discussed the Wigner rotation should not be regarded as the relativistic effect for the composition of two Lorentz boosts, but it will give contradictory events against the Euclidean geometry. We believe seeking new space-time model for the special relativity would be the most feasible approach, and a hypothesis of 3+3 space-time model is proposed to solve the paradox. We also extend the Maxwell equations to the 3+3 space-time and obtain the new electromagnetic field quantities and the corresponding covariant electromagnetic field equations. It is discussed the 3+3 space-time can be approximated to the 3+1 space-time and the new field equations based on the 3+3 space-time can also be approximated to the Maxwell equations.

Condition: New. Dieser Artikel ist ein Print on Demand Artikel und wird nach Ihrer Bestellung fuer Sie gedruckt. Autor/Autorin: Geng ZhihaoI was born in 1983. I earn my Bachelor Degree in 2006 and Ph.D.in 2011 from the department of physics in Beijing Normal University. Now I am working in Department of Physics in Beijing University of Chemical Technology. I .