KnowraFine structureLinked fromLinked fromThe 23 pages that link to Fine structure, each with the reason it gives.All 23Broader topic 3Related 16Compared with 4Zeeman effectRelated: Magnetic splitting interacts with fine-structure coupling, especially in the anomalous effect.Energy levelRelated: It shows how corrections divide levels that simpler models treat as identical.SpinRelated: Electron spin and spin–orbit interaction contribute to these spectral splittings.Arnold SommerfeldRelated: Sommerfeld used relativistic corrections to account for fine structure in hydrogen spectra.Principal quantum numberRelated: It shows that energy levels can split even when a principal shell is specified.Relativistic effectRelated: Atomic fine structure is a measurable spectroscopic signature of relativistic corrections.Optical pumpingRelated: It determines the electronic states and transition strengths used in pumping.Hydrogen spectral seriesRelated: Fine structure subdivides hydrogen lines beyond the simple series predicted by basic energy levels.Spin quantum numberRelated: Electron spin helps explain characteristic atomic energy-level splittings.Magnetic quantum numberRelated: It makes the distinction between orbital and total angular-momentum labels consequential.Rydberg constantRelated: These corrections refine spectral predictions beyond the scale set by the Rydberg constant.Sommerfeld modelRelated: Sommerfeld’s relativistic orbit energies explained part of hydrogen’s fine-structure splitting.Hydrogen-like atomRelated: It separates levels that the basic nonrelativistic Coulomb model treats as degenerate.Landé g-factorRelated: Fine-structure levels supply the atomic terms whose magnetic responses the factor describes.Willis LambRelated: Lamb’s comparison isolated a shift beyond the degeneracy predicted after fine-structure effects.Relativistic quantum mechanicsRelated: Relativistic electron equations account for key contributions to atomic fine structure.
KnowraFine structureLinked fromLinked fromThe 23 pages that link to Fine structure, each with the reason it gives.All 23Broader topic 3Related 16Compared with 4Zeeman effectRelated: Magnetic splitting interacts with fine-structure coupling, especially in the anomalous effect.Energy levelRelated: It shows how corrections divide levels that simpler models treat as identical.SpinRelated: Electron spin and spin–orbit interaction contribute to these spectral splittings.Arnold SommerfeldRelated: Sommerfeld used relativistic corrections to account for fine structure in hydrogen spectra.Principal quantum numberRelated: It shows that energy levels can split even when a principal shell is specified.Relativistic effectRelated: Atomic fine structure is a measurable spectroscopic signature of relativistic corrections.Optical pumpingRelated: It determines the electronic states and transition strengths used in pumping.Hydrogen spectral seriesRelated: Fine structure subdivides hydrogen lines beyond the simple series predicted by basic energy levels.Spin quantum numberRelated: Electron spin helps explain characteristic atomic energy-level splittings.Magnetic quantum numberRelated: It makes the distinction between orbital and total angular-momentum labels consequential.Rydberg constantRelated: These corrections refine spectral predictions beyond the scale set by the Rydberg constant.Sommerfeld modelRelated: Sommerfeld’s relativistic orbit energies explained part of hydrogen’s fine-structure splitting.Hydrogen-like atomRelated: It separates levels that the basic nonrelativistic Coulomb model treats as degenerate.Landé g-factorRelated: Fine-structure levels supply the atomic terms whose magnetic responses the factor describes.Willis LambRelated: Lamb’s comparison isolated a shift beyond the degeneracy predicted after fine-structure effects.Relativistic quantum mechanicsRelated: Relativistic electron equations account for key contributions to atomic fine structure.