Question

write the condition for physical acceptability of wave function ​

Answer 1

Explanation:

For a wave function to be acceptable over a specified interval, it must satisfy the following conditions: (i) The function must be single-valued, (ii) It is to be normalized (It must have a finite value), (iii) It must be continuous in the given interval..

Answer 2

Requirements for the physical acceptability of wave functions are as follows:

• It's necessary to use a continuous wave function.
• For Eg: all of its partial derivatives must be continuous partial derivatives. The wave function now appears "smooth."
• The wave function must be quadratically integrable. The essential must exist for this to work.
• Because is the probability density, it must be single-valued.
• A set of orthonormal wave functions is required. The wave functions must be normalized as a result.
• The use of orthogonal wave functions is essential.
• The wave function has to be finite everywhere.
• The wave function must satisfy the quantum mechanical system's boundary requirements.