Journal of Physics B Atomic and Molecular Physics · 1976 · 178 citations · 12 references
Natural SciencesPhysicsAtomic PhysicsComputational PhysicsQuantum MechanicsApproximation MethodsAtomic Energy LevelsComputational Quantum MechanicsHydrogen AtomMolecular Energy LevelsPerturbation TheoryAtomic Energy Level StructureElectric Field UniformityEnergy Level Perturbation TheoryHydrogen Atom Wave FunctionsNumerical Solution Of The Schrödinger EquationPerturbation Theory In Atomic Systems
A method for the exact numerical solution of the problem of a hydrogen atom perturbed by a uniform electric field for arbitrary quantum states is presented. The authors present some data obtained for the energy of the levels and their width and compare their results with those of previous papers.
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Electric field ionization probabilities for the hydrogen atom
David Bailey, J. R. Hiskes, A.C. Riviere · Nuclear Fusion · 1965 · 123 citations
Natural Sciences, Chemistry, Physics +14
On the theory of the Franz-Keldysh effect
H. I. Ralph · Journal of Physics C Solid State Physics · 1968 · 101 citations