A high-order symplectic FDTD algorithm is introduced for the Maxwell-Schrödinger system, showing improved accuracy and efficiency over standard FDTD for three-dimensional Rabi oscillation simulations.
D y n a m i c o p t i c a l r e s p o n s e o f a n e x c i t o nic quantum dot studied by solving the self consistent Maxwell-Schr ödinger equations nonperturbatively
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Simulating Maxwell-Schr\"odinger Equations by High-Order Symplectic FDTD Algorithm
A high-order symplectic FDTD algorithm is introduced for the Maxwell-Schrödinger system, showing improved accuracy and efficiency over standard FDTD for three-dimensional Rabi oscillation simulations.