Question

Character of wave function are

Answer 1

Answer:

∫+∞−∞ψ2dxdydz=1

Explanation:

In quantum physics wave-particle nature in one of the key concepts. Thus each particle has its wave function. The wave function is a function of time and position and it contains all the information about the particle. The wave function is represented as ψ which is called psi.

With the help of wave function, we can also calculate the probability of finding an electron in the matter-wave. This can be done if the square of imaginary no. is done to get a real no. the solution that results in the position of the electron. Here we do the square of wave function (ψ2).

Following are the characteristic of the wave function:

- About a particle all measurable information is available

- Wave function (ψ) is finite and continuous

- Wave function must be single-valued

-Three dimension probability distribution is done using the wave function

- If a particle exist it the probability of finding is 1