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Given de- Broglie's explanation of quant...

Given de- Broglie's explanation of quantisation of angular momentum as proposed by Bohr.

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The condition for stationary wave formation is that the total distance travelled between the nodes (two) up and down or given path is integral multiple of `'lamda'`
i.e., `2pir_(n)=nlamda` where n, 1,2,3 ........
but `lamda =(h)/(mv) ` (from de - Broglie's hypothesis)
`:. 2pr_(n)=(nh)/(mv_(n))`
i.e., `mv_(n)r_(n)=n((h)/(2pi))`
i.e., integral multiple of `((h)/(2pi))` should be equal to the angular momentum of electron in the orbit.
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