Recent content by Stylord
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Particle in a cylindrically symmetric potential (Quantum mechanics)
Ohhh it's a very good idea ! Now I Can finish the exercice, Thank you !- Stylord
- Post #6
- Forum: Advanced Physics Homework Help
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Particle in a cylindrically symmetric potential (Quantum mechanics)
If the wave function was ##e^{ikz}## and if I injected this in the schrödinger equation, yes I will obtain this result. But the wavefunction is ##e^{ikz}e^{im\phi}f(\rho)## and if I write the eigenvalue equation of the Hamiltonian I will not obtain this, so I don't understand why we can say...- Stylord
- Post #3
- Forum: Advanced Physics Homework Help
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Particle in a cylindrically symmetric potential (Quantum mechanics)
Hi, everyone. Please check the following questions (extracted of the cohen Tanpoudji) for the first question, here my Hamiltonian operator. It's easy to see that it commutes with Lz and Pz. Now we can determine a common eigenvector basis for these 3 operators. For the angular part we need to...- Stylord
- Thread
- Quantum mechanics
- Replies: 5
- Forum: Advanced Physics Homework Help