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The 100 pages that link to Schrödinger equation, each with the reason it gives.

• Crank–Nicolson methodRelated: Crank–Nicolson is used for its time evolution because the discretization can preserve norm.

• Finite potential wellRelated: Its solutions inside and outside the well determine the bound-state energies and leakage.

• Atomic and molecular structureRelated: Its solutions provide the wavefunctions used to calculate electron structure.

• Atomic propertiesRelated: Its solutions yield the allowed electron states and energies of atoms.

• Atomic systemRelated: It predicts how atomic wave functions evolve under a specified Hamiltonian.

• Bra–ket notationRelated: Its state vector can be written as a time-dependent ket.

• De Broglie equationRelated: It develops wave descriptions of matter beyond the wavelength-momentum relation.

• Delta potentialRelated: Solving it across the point interaction determines the wavefunction and its derivative jump.

• Foundations of quantum mechanicsRelated: Its continuous evolution contrasts with the discontinuous state update associated with measurement.

• History of subatomic physicsRelated: Its use turned quantum theory into a tool for predicting atomic behavior.

• Mathematical formulation of quantum mechanicsRelated: It gives the standard continuous-time law for closed-system state evolution.

• Position and momentum spacesRelated: Its form can be simpler in one representation depending on the system's Hamiltonian.

• Potential wellRelated: Its solutions give the allowed energies and wavefunctions inside a quantum well.

• Quantum tunnellingRelated: Its solutions determine how a particle’s wavefunction extends into and beyond a barrier.