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Application of optimal control theory for selective vibrational excitation in molecules modeled as harmonic physical systems
J. G.B. Beumee
,
H. Rabitz
Chemistry
Princeton Language and Intelligence (PLI)
Princeton Materials Institute
Research output
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Article
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peer-review
22
Scopus citations
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Dive into the research topics of 'Application of optimal control theory for selective vibrational excitation in molecules modeled as harmonic physical systems'. Together they form a unique fingerprint.
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Keyphrases
Asymptotic Form
50%
Chain Molecules
50%
Cost Functional
100%
Energy Distribution
50%
Final Time
50%
Hamiltonian Matrix
50%
Lagrange
50%
Linear Chain
100%
Optical Field
50%
Practical Design
50%
Quadratic Cost Functional
50%
Terminal Cost
50%
Vibrational Excitation
100%
Mathematics
Approach Infinity
50%
Asymptotic Form
50%
Final Time
50%
Fluence
100%
Hamiltonian
50%
Limiting Case
50%
Linear Chain
100%
Time Approach
50%
Engineering
Design Constant
50%
Energy Distribution
50%
Final Time
50%
Hamiltonian Matrix
50%
Optical Field
50%
Physical System
100%
Chemistry
Vibrational Excitation
100%