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- Quantum Mechanics 13 - Schrodinger Wave Equation

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08080088

A “derivation” of the Schrodinger wave equation based on simple calculus.

Learning Outcomes:

• How to express the de Broglie wave of a free particle, i.e. a complex traveling wave, in terms of the particle’s energy and momentum, and how to differentiate this wave with respect to its space and time variables (x and t).

• How to combine the above mathematical results with the Newtonian expression for the total energy of a particle to get Schrodinger’s wave equation.

• Dirac’s extension of these ideas to Einstein’s expression for the total energy of a particle: introduction to spin, antimatter, and the Standard Model of particle physics.

©2012 Perimeter Institute for Theoretical Physics