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Deriving the Virial Theorem and Bohr's Atomic Model with de Broglie Formula - Prof. Willia, Study notes of Physical Chemistry

A step-by-step explanation of how to derive the virial theorem and bohr's atomic model using the de broglie formula. The process involves combining bohr's stationary orbits with einstein's photons and solving for the atomic energy levels. The document also mentions the rydberg formula.

Typology: Study notes

Pre 2010

Uploaded on 03/18/2009

koofers-user-d91
koofers-user-d91 🇺🇸

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Download Deriving the Virial Theorem and Bohr's Atomic Model with de Broglie Formula - Prof. Willia and more Study notes Physical Chemistry in PDF only on Docsity! With the de Broglie formula we are ready to carry out Bohr’s quantization of the H atom and give the “first correct explanation of the spectrum of an atom or molecule…..” by combining Bohr’s stationary orbits, with Einstein’s photons… F = ma (balance of force and acceleration) gives: F= -Ze2/(4πεor2) = -mv2/r = ma Or Ze2/(4πεor) = mv2 Thus: (1/2)mv2 = Ze2/(8πεor) A result known as the “virial theorem.”
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