This lecture provides the method to calculate some properties of the system which are the exact and precise. This calculation is based on the eigen value equation. One example is given for calculation of energy value of 1-d SHO from the wave function of ground state of the system. Further the lecture contains the way to solve the eigen value equation of z-component angular momentum of a particle rotating on the xy plane along the z-axis. The solution gives the expression of the wave function and the magnitude of the property of the system.
Lecture 7; Quantum Mechanical Postulates; Postulate II; Calculation of exact value of properties of
This lecture provides the method to calculate some properties of the system which are the exact and precise. This calculation is based on the eigen value equation. One example is given for calculation of energy value of 1-d SHO from the wave function of ground state of the system. Further the lecture contains the way to solve the eigen value equation of z-component angular momentum of a particle rotating on the xy plane along the z-axis. The solution gives the expression of the wave function and the magnitude of the property of the system.
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