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Quantization function for deep potentials with attractive tails
Patrick Raab,
Harald Friedrich
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Technical University of Munich
Research output
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Contribution to journal
›
Article
›
peer-review
18
Scopus citations
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Dive into the research topics of 'Quantization function for deep potentials with attractive tails'. Together they form a unique fingerprint.
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Keyphrases
Quantization Parameter
100%
Deep Potential
100%
Singular Potential
66%
Potential Well
66%
Diatomic Molecules
66%
Non-analytic
66%
Reflection Phase
66%
Action Integral
66%
Near-threshold
66%
Energy-dependent
66%
Behaving
33%
Binding Energy
33%
Subthreshold
33%
Analytical Expression
33%
Bond Dissociation Energy
33%
Bernstein
33%
Effective Range
33%
Energy Dependence
33%
Bound States
33%
Bound State Energy
33%
High-lying States
33%
Universal Form
33%
Homogeneous Potentials
33%
Scattering Length
33%
Effective Length
33%
Atom Scattering
33%
Inverse Power
33%
Mathematics
Bound State
100%
Integral
100%
State Energy
50%
Universal Form
50%
Scattering Length
50%
Lying State
50%
Binding Energy
50%
Chemistry
Potential Well
100%
Bound State
100%
Diatomic Molecule
100%
Dissociation Energy
50%
Binding Energy
50%
Engineering
Energy Engineering
100%
Bound State
28%
Effective Length
14%
Binding Energy
14%