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Stability and control of a confined 1D quantum system with time-dependent delta potentials

机译:具有时间依赖性三角势的受限一维量子系统的稳定性和控制

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摘要

The evolution problem for a quantum particle confined in a 1D box and interacting with one fixed point through a time-dependent point interaction is considered. Under suitable assumptions of regularity for the time profile of the Hamiltonian, we prove the existence of strict solutions to the corresponding Schr?dinger equation. The result is used to discuss the stability and steady-state local controllability of the wavefunction when the strength of the interaction is used as a control parameter.
机译:考虑了一种量子粒子的演化问题,该量子粒子被限制在一维盒子中并通过与时间有关的点相互作用与一个固定点相互作用。在适当的哈密顿时间分布规律假设下,我们证明了对相应的薛定er方程的严格解的存在。该结果用于讨论将相互作用强度用作控制参数时波动函数的稳定性和稳态局部可控性。

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