Back to 8.2 Conservative and Non-Conservative Forces

8.2 Exercise 9

Avg difficulty 2.5

The potential energy function for either one of the two atoms in a diatomic molecule is often approximated by U(x)=a/x12−b/x6U \left(x\right) = a / x^{12} - b / x^{6} where x is the distance between the atoms. (a) At what distance of separation does the potential energy have a local minimum (not at x=∞)?x = \infty \left.\right) ? (b) What is the force on an atom at this separation? (c) How does the force vary with the separation distance?

OpenStax University Physics Volume 1, 8.2 Conservative and Non-Conservative Forces, exercise 9

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Adapted from University Physics Volume 1 © 2016 Rice University. Licensed under CC BY 4.0. Source: University Physics Volume 1. Imported at revision db44eb9.