Question

any wave function having symmetry property is said to be of which parity​

Answer 1

Answer:

Any wave function having anti-symmetry property is said to be of parity is Even​.

Explanation:

Step 1: Quantum mechanics describes identical particles and multielectron atoms. If the sign of remains unchanged, the wave function is said to be symmetric with respect to exchange; otherwise, it is said to be antisymmetric. The output of a wavefunction is said to be antisymmetric with respect to electron exchange if it changes sign when the electron coordinates are altered.

Step 2: As can be seen below. ˆP12|ψ(r1,r2)⟩=−|ψ(r2,r1)⟩ These fermions, which have a half-integer spin, include the electron, proton, and neutrino. In discrete mathematics, a relation is said to be antisymmetric if there aren't any two distinct or dissimilar members of A that are linked to one another by a binary relation R on the set A.

Step 3: The magnitude of the wave function squared is the definition of probability density. The probability of finding the particles is determined by the square of the wave function with respect to a certain position and time.

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