what is the significance of schrondinger wave equation
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The Schrodinger equation is used to find the allowed energy levels of quantum mechanical systems. The associated wave-function gives the probability of finding the particle at a certain position.
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The significance of schrondinger wave equation
Bohr concept of an atom is simple. But it cannot explain the presence of multiple orbitals and the fine spectrum arising out of them. It is applicable only to the one-electron system.
Schrodinger wave function has multiple unique solutions representing characteristic radius, energy, amplitude. Probability density of the electron calculated from the wave function shows multiple orbitals with unique energy and distribution in space.
Schrodinger equation could explain the presence of multiple orbitals and the fine spectrum arising out of all atoms, not necessarily hydrogen-like atoms.
Bohr concept of an atom is simple. But it cannot explain the presence of multiple orbitals and the fine spectrum arising out of them. It is applicable only to the one-electron system.
Schrodinger wave function has multiple unique solutions representing characteristic radius, energy, amplitude. Probability density of the electron calculated from the wave function shows multiple orbitals with unique energy and distribution in space.
Schrodinger equation could explain the presence of multiple orbitals and the fine spectrum arising out of all atoms, not necessarily hydrogen-like atoms.
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