Question

What is the schrodinger wave equation. Explain the term involved in it
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Answer 1

Answer:

The Schrödinger equation, sometimes called the Schrödinger wave equation, is a partial differential equation. It uses the concept of energy conservation (Kinetic Energy + Potential Energy = Total Energy) to obtain information about the behavior of an electron bound to a nucleus.

Answer 2

The Schrödinger equation is a partial differential equation, often known as the Schrödinger wave equation. It obtains information on the behavior of an electron attached to a nucleus.

Explanation:

• It uses the concept of energy conservation (Kinetic Energy + Potential Energy = Total Energy). It accomplishes this by allowing the calculation of an electron's wave function.
• When we solve the Schrödinger equation, we get Ψ and Ψ². The quantum numbers, as well as the shapes and orientations of orbitals that characterize electrons in an atom or molecule, are obtained using these.
• The wave function Ψ is a mathematical expression. It contains vital information about the electron it is associated with: we can derive the electron's energy, angular momentum, and orbital orientation from the wave function, which is represented by the quantum numbers n, l, and ml.
• Ψ² is the density of probabilities. It tells us where in the area around the nucleus the electron is most likely to be found.