Derivation of momentum operator - Quantum mechanics

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Derivation of momentum operator - Quantum mechanics

00:00:14 Introduction to operator
00:01:10 Examples of operators
00:02:38 Derivation of wave function equation converting θ to (kx - ωt) exponent
00:13:21 Derivation of wave function equation converting (kx - ωt) to (Px - Et) exponent
00:21:21 Partial differentiation of wave function with respect to x for momentum operator
00:31:35 Velocity Operator
00:32:06 Kinetic Energy Operator
00:33:32 Hamiltonian Operator
  1. STEM SCHOOL UK - GCSE , A-LEVELS and UNIVERSITY
  2. Derivation of momentum operator
  3. Velocity operator
  4. Hamiltonian operator
  5. Position operator
  6. Kinetic energy operator
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Комментарии
Автор

Thank you sooo much. Now it is clear. God bless.

salaerika
Автор

I saw Lorentz transformation
and momentum operator that was good and I need the coulomb law derivation

JaganJagan-tr
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Thanks, I follow that but have a questionat 27 mins 19 There is a differential equation and you canceled psi both sides but I don't think you can't do that you have to solve the equation. 😀

martinsupinda