1) In Quantum Mechanics, the Laplacian operator operates upon wave function w incartesian coordinate is as the following;v’y =By using curvilinear coordinate scale factors, show that the Laplacian operatoroperation in spherical coordinate is as the following;a( sine1 d'y' sin' 0 ogorsin 0 ar

Let us convert the cartesian coordinates to the spherical coordinates :…

1) In Quantum Mechanics, the Laplacian operator operates upon wave function w in cartesian coordinate is as the following; d'w a'y a'y V'y = By using curvilinear coordinate scale factors, show that the Laplacian operator operation in spherical coordinate is as the following: 1 d'y v'y sin 00)sin' 0 0p² ar Or sin 0 or

1) In Quantum Mechanics, the Laplacian operator operates upon wave function w in cartesian coordinate is as the following; d'w a'y a'y V'y = By using curvilinear coordinate scale factors, show that the Laplacian operator operation in spherical coordinate is as the following: 1 d'y v'y sin 00)sin' 0 0p² ar Or sin 0 or