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Showthat thecircumferencefo the Bohrorbitfor the hydrogenatom isan integralmultipleof thede-Brogliewavelengthassociatedwiththe electronrevolvingaroundthe orbit. |
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Answer» Solution :ForBohr.smodelangularmomentumofelementis `m_(e)vr = (nh)/(2pi)` circumference `=2pi R = (nh)/(m_(e ) v)` and `m_( e)v= (nh)/(2pi r)` Accordingot de - BROGLIE `lambda= (h)/(mv) ` andmv `=(h)/(lambda)` as (i) and(II) mv = `(nh)/( 2pi r)= (h)/( lambda ) :., (N)/(2pi r)= (1)/(lambda):., 2pi r= n lambda` Bohr.sorbitcircumference `(2pi r ) = n ` de- Brogliewavelength In this wayde broylicwave lengthis associatedwthBohr.sorbitcircumference. |
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