How we can obtain quantum number from schrodinger wave equation?
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Schrodinger Equation is a partial differential equation that describes how the wavefunction of a physical system evolves over time.
Quantum numbers arise in the process of solving the Schrodinger equation by constraints or boundary conditions which must be applied to get the solution to fit the physical situation.
Spin quantum number (ms) is not obtained from schrodinger wave equation because it is related to spin of the electrons. It is needed to explain Pauli's exclusion principle.
Rest all, principle quantum no., azimuthal quantum no., and magnetic quantum no. are derived from its solution.
Quantum numbers arise in the process of solving the Schrodinger equation by constraints or boundary conditions which must be applied to get the solution to fit the physical situation.
Spin quantum number (ms) is not obtained from schrodinger wave equation because it is related to spin of the electrons. It is needed to explain Pauli's exclusion principle.
Rest all, principle quantum no., azimuthal quantum no., and magnetic quantum no. are derived from its solution.
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