Home » Modern Physics » Schrodinger time independent wave equation derivation
time independent schrodinger wave equation

Schrodinger time independent wave equation derivation


Schrodinger time dependent wave equation

What is schrodinger wave equation?

In classical mechanics the motion of a body is given by Newton’s second law of motion.But elementary particles like electron,protons and photons possess wave properties as well,therefore another equation instead of Newton’s second law equation ( F=ma) is required for describing their motion.The new equation must take into account wave properties of particles and it should therefore be similar to equation describing wave on strings acoustic waves or electromagnetic waves.This equation was found in 1926 by the Austrian physicist schrodinger and is known after his name as schrodinger equation.

Schrodinger wave equation derivation

Consider a particle of mass “m” moving with velocity “v” in space.Suppose a system of ¬†stationary waves is associated with the particles at any point in space in the neighborhood of particle.

We know that:

schrodinger wave equation

schodinger wave equation DERIVATION

This is the schrodinger time independent wave equation.



About admin

Leave a Reply

Your email address will not be published. Required fields are marked *


This site uses Akismet to reduce spam. Learn how your comment data is processed.


Check Also

list of elementary particles

How many types of elementary particles are there? The elementary particles are simple particles which ...