Galilean transformation - PowerPoint PPT Presentation

Electrodynamics

Electrodynamics. REN Xincheng, Postdoctoral , Associate Professor. Tel ： 2331505; 13310918078 Email:ydxxxyrenxch@163.com. Chapter 6. Special theory of relativity.

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General Lorentz Transformation

General Lorentz Transformation. Consider a Lorentz Transformation , with arbitrary v, : ct´ = γ ( ct - β r) r´ = r + β -2 ( β r)( γ -1) β - γ ct β Transformation matrix in 4d spacetime: x´  Lx

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Lorentz Transformation

Lorentz Transformation. We have used a simple method Based on Einstein’s postulates To derive equations for time Dilation and length contraction . In general, if x,y,z and t are the coordinates of an object in the O reference frame, and x’, y’, z’

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