KnowraHydrogen atomLinked fromLinked fromThe 36 pages that link to Hydrogen atom, each with the reason it gives.All 36Broader topic 18Related 9Narrower topic 6Compared with 3Schrödinger equationBroader topic: Solving the equation for its Coulomb potential predicts atomic energy levels and orbitals.WavefunctionBroader topic: Its exact wavefunctions reveal quantized energy levels and orbital shapes.Energy levelBroader topic: Its level energies have an exact, historically decisive solution in nonrelativistic quantum mechanics.Molecular hydrogenBroader topic: Two hydrogen atoms supply the nuclei and electrons that form H₂.Coulomb potentialBroader topic: Its electron experiences the Coulomb potential of the proton, forming the simplest atomic model.Principal quantum numberBroader topic: Its energy levels show the direct dependence of bound-state energy on n.Wave functionBroader topic: Its wave functions yield the atom’s orbitals and energy levels.Hamiltonian (quantum mechanics)Broader topic: Its Hamiltonian predicts the bound-state energies that produce the hydrogen spectrum.Recombination (cosmology)Broader topic: Most primordial electrons became bound to protons as neutral hydrogen formed.Stark effectBroader topic: Its degenerate levels produce a characteristic linear Stark effect.Coulomb interactionBroader topic: Its bound electron and proton provide the simplest atomic example of Coulomb attraction.Reduced massBroader topic: Its electron–proton relative motion uses a reduced mass slightly below the electron mass.Rydberg constantBroader topic: Its spectrum is the primary system in which the constant's role was established.Hamiltonian operatorBroader topic: Its Coulomb Hamiltonian explains the characteristic bound-state energy spectrum.Hydrogen-like atomBroader topic: It is the special case with nuclear charge one and no additional nuclear particles.Wave mechanicsBroader topic: Solving its wave equation accounts for the atom’s quantized energy spectrum.Hydrogen-alphaBroader topic: Its electron’s transition from level three to level two produces this line.Degenerate energy levelsBroader topic: In the nonrelativistic Coulomb model, many states with different angular momentum share an energy.
KnowraHydrogen atomLinked fromLinked fromThe 36 pages that link to Hydrogen atom, each with the reason it gives.All 36Broader topic 18Related 9Narrower topic 6Compared with 3Schrödinger equationBroader topic: Solving the equation for its Coulomb potential predicts atomic energy levels and orbitals.WavefunctionBroader topic: Its exact wavefunctions reveal quantized energy levels and orbital shapes.Energy levelBroader topic: Its level energies have an exact, historically decisive solution in nonrelativistic quantum mechanics.Molecular hydrogenBroader topic: Two hydrogen atoms supply the nuclei and electrons that form H₂.Coulomb potentialBroader topic: Its electron experiences the Coulomb potential of the proton, forming the simplest atomic model.Principal quantum numberBroader topic: Its energy levels show the direct dependence of bound-state energy on n.Wave functionBroader topic: Its wave functions yield the atom’s orbitals and energy levels.Hamiltonian (quantum mechanics)Broader topic: Its Hamiltonian predicts the bound-state energies that produce the hydrogen spectrum.Recombination (cosmology)Broader topic: Most primordial electrons became bound to protons as neutral hydrogen formed.Stark effectBroader topic: Its degenerate levels produce a characteristic linear Stark effect.Coulomb interactionBroader topic: Its bound electron and proton provide the simplest atomic example of Coulomb attraction.Reduced massBroader topic: Its electron–proton relative motion uses a reduced mass slightly below the electron mass.Rydberg constantBroader topic: Its spectrum is the primary system in which the constant's role was established.Hamiltonian operatorBroader topic: Its Coulomb Hamiltonian explains the characteristic bound-state energy spectrum.Hydrogen-like atomBroader topic: It is the special case with nuclear charge one and no additional nuclear particles.Wave mechanicsBroader topic: Solving its wave equation accounts for the atom’s quantized energy spectrum.Hydrogen-alphaBroader topic: Its electron’s transition from level three to level two produces this line.Degenerate energy levelsBroader topic: In the nonrelativistic Coulomb model, many states with different angular momentum share an energy.