What is a well-behaved wave function? Illustrate with diagrams.
Answers
Answered by
7
Answer:
Explanation:
A well behaved (meaningful) wave function must be single-valued in r coordinate (because there can be only one probability value at a given position), continuous (so that a second derivative can exist and well behaved) and finite (to be able to normalize the wave function, Ψ integral). For a function to be normalized the function has to be well behaved.
- It must be single valued to get good probability.
- It should be continuous to have good probability.
- It should be finite to have good probability in case of trignometric function sin x.
Attachments:
Similar questions