Quantum Control Design by Lyapunov Trajectory Tracking and Optimal Control

Quantum Control Design by Lyapunov Trajectory Tracking and Optimal Control

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In this paper, we investigate a Lyapunov trajectory tracking design ps5 price new jersey method that incorporates a Schrödinger equation with a dipole subterm and polarizability.Our findings suggest that the proposed control law can overcome the limitations of certain existing control laws that do not converge.By integrating a quadratic performance index, we introduce an optimal control law, which we subsequently analyze for stability and optimality.

We also simulate iphone 13 atlanta the spin-1/2 particle system to illustrate our results.These findings are further validated through numerical illustrations involving a 3D, 5D system, and a spin-1/2 particle system.