The probability for transmission of a particle of mass m and energy E through a thin...
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The probability for transmission of a particle of mass m and energy E through a thin potential barrier of width 4x and constant potential Vo may be expressed as P = exp(-2uAx) where a = 2m(V. -E)/h. Use this fact to show that the tunnelling probability T of a particle of mass m and energy E, through a potential barrier of arbitrary shape described by the potential function V(x) is given by: T=exp - 2m(V(x)-E) h dx The probability for transmission of a particle of mass m and energy E through a thin potential barrier of width 4x and constant potential Vo may be expressed as P = exp(-2uAx) where a = 2m(V. -E)/h. Use this fact to show that the tunnelling probability T of a particle of mass m and energy E, through a potential barrier of arbitrary shape described by the potential function V(x) is given by: T=exp - 2m(V(x)-E) h dx
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