Skip to Main Content
The quantum optimal control of nuclei (nucleon and meson) in the presence of perturbations in control field is investigated. The nucleon and meson interaction is given by Klein-Gordon-Schrodinger systems with dissipative and damping terms. A rational physical model is proposed for controlling two particles. Suppose the amplitude of perturbation is bounded, optimal quantum control pairing are found theoretically and computationally. A stable semi-discrete algorithm is developed to execute computational simulations for illustrating the feasibility of theoretic control design.