Theoretical issue of controlling nucleus in Klein–Gordon–Schrödinger dynamics with perturbation in control field

Computational controlling will be considered with perturbations in the control field for Klein–Gordon–Schrödinger dynamical systems. The reasonable physical model with a dissipative term and a damping term will be established for controlling two particles. Assume that the amplitude of perturbed disturbance is bounded, then perturbative optimal quantum control is investigated both in theoretic and computational aspects. Based on a reliable semi-discrete algorithm, numerical simulations will interpret the effectiveness of performing control design.