Recent content by bdizzle329
-
B
Quantum Mechanics: total angular momentum of an electron in a hydrogen atom
The wavefunction should be: \Psi\left(\vec{r},\xi\right)=\left(\sqrt{1/3}Y^{0}_{1}\xi_{+}+\sqrt{2/3}Y^{1}_{1}\xi_{-}\right)- bdizzle329
- Post #2
- Forum: Advanced Physics Homework Help
-
B
Quantum Mechanics: total angular momentum of an electron in a hydrogen atom
An electron in a hydrogen atom occupies the combined position and spin state. \Psi\left(\vec{r},\xi\right)=\left(\sqrt{1/3}Y^{1}_{0}\xi_{+}+\sqrt{2/3}Y^{1}_{1}\xi_{-}\right) What are the possible measured values of J^{2} (where J is the total angular momentum of the electron L + S) and...- bdizzle329
- Thread
- Angular Angular momentum Atom Electron Hydrogen Hydrogen atom Mechanics Momentum Quantum Quantum mechanics total angular momentum
- Replies: 2
- Forum: Advanced Physics Homework Help