Physical Review Letters · 2010 · 73 citations · 13 references
Natural SciencesPhysicsMetrologyNuclear PhysicsUncertainty QuantificationAtomic StructureFine StructureHyperfine StructureMeasurement UncertaintyNuclear SpectroscopyNuclear StructureAtomic Fine StructureExperimental Uncertainty AnalysisFine Structure ConstantsHyperfine Structure ConstantsHyperfine Structure MeasurementsPrecision Measurement Techniques
We measure 31,908,131.25(30) kHz for the 2(3)}P J=0 to 2 fine structure interval in helium. The difference between this and theory to order mα7 (20 Hz numerical uncertainty) implies 0.22(30) kHz for uncalculated terms. The measurement is performed by using atomic beam and electro-optic laser techniques. Various checks include a 3He 2{3}S hyperfine measurement. We can obtain an independent value for the fine structure constant α with a 5 ppb experimental uncertainty. However, dominant mα8 terms (potentially 1.2 kHz) limit the overall uncertainty to a less competitive 20 ppb in α.
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Quantum electrodynamical corrections to the fine structure of helium
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Introduction to Quantum Mechanics
David Griffiths, E. G. Harris · American Journal of Physics · 1995 · 691 citations