Cambridge Part II Physics: Relativity

Physics
Cambridge Part II Physics: Relativity Lectures by Mike Hobson

Sample Data

Front Time dilation
Back [latex] $ T = \gamma T_0 $ [/latex]
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Front [latex] $ d\tau $ [/latex]
Back [latex] $ d\tau = (1-v^2/c^2)^{1/2} dt = dt/ \gamma_v$ [/latex]
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Front Jacobian
Back [latex] $ J = \det \left( \frac{\partial x'^a}{\partial x^b} \right)$ [/latex]Inverse[latex] $ J' = \det \left( \frac{\partial x^a}{\partial x'^b} \right)  $ [/latex]
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