Question

what is a well-behaved wave function ? illustrate with diagrams .​

Answer 1

A well behaved (meaningful) wavefunction 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 integrable).

For a function to be normalized the function has to be

well behaved.

Answer 2

Answer:

Well behaved wave function is the wave function which is single valued, continuous and finite.

Explanation:

Well behaved wave function is the wave function which is single valued, continuous and finite.

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.