Derivation of bohr's postulates of quantisation of angular momentum from de -broglie eq.
proff...
we know circumference of circular orbit must be integral multiple of wavelength .
2πr= n×√
we also know that √ = h/ ( m×V)
putting value of √ in eq. we get
2πr= (n×h) /(m×V)
or mVr= (n×h)/2π
which states that angular momentum should be integral multiple of h/2π
in other words angular momentum is quantized. it can have certain fixed value.
proff...
we know circumference of circular orbit must be integral multiple of wavelength .
2πr= n×√
we also know that √ = h/ ( m×V)
putting value of √ in eq. we get
2πr= (n×h) /(m×V)
or mVr= (n×h)/2π
which states that angular momentum should be integral multiple of h/2π
in other words angular momentum is quantized. it can have certain fixed value.
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