Expectation of Kinetic Energy for Deuteron

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The discussion revolves around calculating the expectation value of kinetic energy for a deuteron, specifically addressing the complexity encountered in applying the Laplacian to the wave functions. The participants clarify that while using the Laplacian is a valid approach, it can lead to complicated expressions that may not simplify as expected. They emphasize the importance of integration by parts and the relationship between the radial momentum operator and the Laplacian. Additionally, there is confusion regarding the treatment of the volume element in integrals, particularly in relation to the potential energy calculations. Ultimately, the conversation highlights the nuances of quantum mechanics calculations and the need for careful consideration of mathematical methods used.
  • #31
Yes. I actually found out how to do it....I think. If you want I can send it to through email. I was missing something very simple in the textbook. I totally missed this ##\psi(r) = u(r)/r##. This solve many of the problems.
 
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