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What is Quantum Expt about?
This study numerically solves the s-wave Schrödinger equation for the hydrogen atom using the finite-difference method to determine the energies of the ground (1s) and first excited (2s) states, along with their radial wavefunctions and probability densities. The results show that the numerical method accurately reproduces analytical energies and highlights the characteristics of radial nodes in higher states. The finite-difference approach is also noted for its flexibility in handling more complex potentia
- Author
- Safi Nilu
- Language
- EN