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Rest energy mc 2 - PowerPoint PPT Presentation

Covariant form of the Dirac equation

Covariant form of the Dirac equation. A ? = ( A , i ? ) , x ? = ( r , ict) and p ? = -i ??/?x ? = (-i? ?, -( ?/c) ? /?t) = ( p , iE/c). and ? ? = (-i ? ? , ? ) Definition of the Dirac Matrices. Then H ? = i ?? ? /?t Equation (1)

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302 views • 28 slides

Topic #10: Special Relativity II

Topic #10: Special Relativity II. Relativistic momentum and energy p = g mu and E = g mc 2 E = mc 2 + K (simple) and E 2 = (mc 2 ) 2 + (pc) 2 (square) Conserved Quantities Total energy E and total momentum p are conserved in any reference frame.

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427 views • 17 slides

Problem-solving skills

Problem-solving skills. In most problems, you are given information about two points in space-time, and you are asked to find information about the space or time separation in another frame of reference.

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291 views • 11 slides

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Rest energy mc 2 - PowerPoint PPT Presentation

Covariant form of the Dirac equation

Topic #10: Special Relativity II

Problem-solving skills