Quantum constraint dynamics and tracking control strategy to stabilize the coherence of a decoherent system is applied to a dissipative qubit system at a finite temperature.
在有限温度环境内，量子约束动力学及其追踪控制可使退相干系统的相干性稳定一段时间。
Such a pattern of global tectonics and motion can be used as the surface boundary constraint for analysis of mantle movement and dynamics.
此全球构造格局和运动，可作为启发和约束地幔运动和动力学分析的表层边界条件。
Despite the nonlinear dynamics, it is shown that the controller constraint is another important factor of system nonlinearities, which can be compensated using some simple antiwindup techniques.
除了机组自身非线性动态外，本文指出控制器约束是系统非线性的另一重要因素，采用一些简单的抗回绕技术可以补偿这种非线性因素。
Separating solving logic from multibody dynamics model, the consistency of status of constraint and force element component was achieved in multibody dynamics system simulation.
这种解算模式，实现了多体动力学解算仿真中，模型与解算逻辑的分离，维护了系统仿真中构件、铰约束、力元等组件的状态一致性。
Dynamics of simple supply chain with constraint of no permitted order return was analyzed.
分析了简单供应链系统在不可退货的限制条件下的动态性。
Dynamics of simple supply chain with constraint of no permitted order return was analyzed.
分析了简单供应链系统在不可退货的限制条件下的动态性。
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