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Practice Problem: Calculate the probability that a simple harmonic oscillator in v=1 will be outside of the classical limit. Harmonic_Oscillator_Problem.pdf: Solutions to Problems

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physchem_table.doc: Compare and Contrast Several Models

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• Evaluate an error function: http://functions.wolfram.com/webMathematica/FunctionEvaluation.jsp?name=Erf

• Your new favorite web site (with an integrator): http://mathworld.wolfram.com/

• After you do a change of variables and integrate in problem 6-21 you are left with an equation 1-exp(-2D)*(2D^2 +2D+1). One way to find the solutions to this equation at 50% and 90% probability is to use excel. Here is my excel spreadsheet: Prob_6-21.xls

• Plot_of_test_1_grades.bmp

• Atomic_Term_Symbols.pdf: Another reference for atomic term symbols. The method outlined in these notes is almost identical to method your book uses. Your book, these notes, and Dr.Truong in his notes all go though an example of finding the atomic term symbols of the np2 electron configuration.

• Plot_of_test_2_grades.bmp: Here is the plot of the scores for exam 2. The average was a 69.968 % and the standard deviation was 20.8 points.