Consider a particle of mass m and momentum po that is confined in a box of length l and has elastic walls. Determine I = $ p dq, where the f refers to integration over a period. Show, that if the wall moves slowly by u << po/m, the I remains approximately constant.
Consider a particle of mass m and momentum po that is confined in a box of length l and has elastic walls. Determine I = $ p dq, where the f refers to integration over a period. Show, that if the wall moves slowly by u << po/m, the I remains approximately constant.
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Transcribed Image Text:Consider a particle of mass m and momentum po that is confined in a box of length l and
has elastic walls. Determine I = $ p dq, where the $ refers to integration over a period.
Show, that if the wall moves slowly by u << po/m, the I remains approximately constant.
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