Application of optimal control theory for selective vibrational excitation in molecules modeled as harmonic physical systems

Keyphrases

• Asymptotic Form 50%
• Chain Molecules 50%
• Control Problem 50%
• Control Strategy 50%
• Controller 50%
• Cost Functional 100%
• Eigenvalues 100%
• Electromagnetic Field 50%
• Energy Distribution 50%
• Final Time 50%
• Hamiltonian Matrix 50%
• Lagrange 50%
• Linear Chain 100%
• Mathematical Results 50%
• Optical Field 50%
• Optimal Control Theory 100%
• Physical Systems 100%
• Practical Design 50%
• Quadratic Cost Functional 50%
• Terminal Cost 50%
• Vibrational Excitation 100%

Mathematics

• Approach Infinity 50%
• Asymptotic Form 50%
• Control Problems 50%
• Eigenvalue 100%
• Electro-Magnetic Field 50%
• Final Time 50%
• Fluence 100%
• Limiting Case 50%
• Linear Chain 100%
• Matrix (Mathematics) 50%
• Optimal Control Theory 100%
• Physical System 100%
• Time Approach 50%