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The covariant Stark effect
M. C. Land
*
,
L. P. Horwitz
*
Corresponding author for this work
School of Physics and Astronomy
Hebrew University of Jerusalem
Research output
:
Contribution to journal
›
Article
›
peer-review
15
Scopus citations
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Keyphrases
Bound States
100%
Stark Effect
100%
Non-relativistic
66%
External Field
33%
Applied Electric Field
33%
Eigenvalues
33%
Energy Spectrum
33%
First-order
33%
Mass Spectra
33%
Schrödinger Equation
33%
Noncompact
33%
Eigenstates
33%
Gauge Potential
33%
Spectral Lines
33%
Potential Terms
33%
First-order Perturbation
33%
State Decay
33%
First-order Perturbation Theory
33%
Gauge Transformation
33%
Scalar Potential
33%
Off-diagonal Perturbations
33%
Stark Splitting
33%
Mathematics
Covariant
100%
Bound State
100%
External Field
33%
Eigenvalue
33%
Diagonal
33%
Perturbation Theory
33%
Energy Spectra
33%
Gauge Transformation
33%
Scalar Potential
33%
Electric Field
33%
Schr Dinger Equation
33%
Eigenvector
33%
Engineering
Bound State
100%
Imaginary Part
66%
External Field
33%
Applied Electric Field
33%
Eigenvalue
33%
Eigenvector
33%
Schr Dinger Equation
33%
Energy Spectra
33%
Line Spectra
33%
Physics
Stark Effect
100%
Energy Spectra
50%
Perturbation Theory
50%
Mass Spectrum
50%
Line Spectra
50%
Electric Field
50%