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A particle of mass 'm' moves in a potential V(x) =ma? +mụv?, where 'x' is the position co-ordinate, v is the speed, and o and u are constants. The canonical conjugate momentum of the particle is the- p = (1+ µ)mv O p = (1 – µ)mv. p = µmv O p = mv

A particle of mass 'm' moves in a potential V(x) =ma? +mụv?, where 'x' is the position co-ordinate, v is the speed, and o and u are constants. The canonical conjugate momentum of the particle is the- p = (1+ µ)mv O p = (1 – µ)mv. p = µmv O p = mv

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A particle of mass 'm' moves in a potential V(x) =mw? +muv², where 'x' is the position co-ordinate, v is the speed, and o and u are constants. The canonical conjugate momentum of the particle is the p = (1+ µ)mv O p = (1 – µ)mv. O p = µmv p = mv
Transcribed Image Text:A particle of mass 'm' moves in a potential V(x) =mw? +muv², where 'x' is the position co-ordinate, v is the speed, and o and u are constants. The canonical conjugate momentum of the particle is the p = (1+ µ)mv O p = (1 – µ)mv. O p = µmv p = mv
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