Prove that (V) R must be nonnegative at R Re that is, (V) cannot be increasing with decreasing R as we go through the minimum in the U reg curve (Fig 14 1) State and prove the corresponding theorem for (Tel) Energy 0 Re U(R) U(o) 1 2...

Differentiation of 1495 gives d V dR 2dUdR dUdR Rd 2 UdR 2 ...

Prove that (V) / R must be nonnegative at R = Re; that is, (V) cannot be

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Prove that ˆ‚(V) / ˆ‚R must be nonnegative at R = Re; that is, (V) cannot be increasing with decreasing R as we go through the minimum in the U® curve (Fig. 14.1). State and prove the corresponding theorem for (Tel).

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Quantum Chemistry

ISBN: 978-0321803450

7th edition

Authors: Ira N. Levine

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Question Posted: May 26, 2016 06:34 AM

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Prove that (V) / R must be nonnegative at R = Re; that is, (V) cannot be

Question:

Energy 0 Re U(R) U(o) =-1 2

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Differentiation of 1495 gives d V dR 2dUdR dUdR Rd 2 UdR 2 ...View the full answer

Quantum Chemistry

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