1) optimum polarimetric state
最优极化状态
2) optimal state
最优状态
1.
This paper focuses on solving optimal solution only once;which is sufficient to achieve simultaneously the optimal state of the target function and constrain condition for the linear programming which has unique solution .
本文讨论了对于有唯一解的线性规划问题 ,求解一次最优解就可得到使目标函数和约束条件同时达到的最优状态 ,并对 [1 ]中的结果进行推广。
2.
The optimal state feedback control of linearization model is used to construct the reference model.
用线性化模型的最优状态反馈方法构造参考模型,用Lyapunov 稳定性理论推导了模型状态跟踪的自适应控制率,用LQR方法推导末端位置调节控制率。
3) optima
[英]['ɔptimə] [美]['ɑptəmə]
最优状态
1.
A self-learning algorithm is provided for getting optima in a distributed system without a central task assigner.
本文提出了分布式系统中各独立结点根据自身状态和系统反馈进行自适应,以使系统达到 最优状态的一种机制。
4) optimal polarization
最优极化
1.
For the SINR(signal-to-interference-and-noise-ratio) equation based on the polarization ratio parameters,an optimal polarization method called iterative optimal polarization(IOP) was presented.
针对基于极化比参数的信干噪比等式,提出了一种迭代的最优极化求解方法。
2.
Based on those ba- sic theories , the critical point method of optimal polarization is given and reinforced at length .
介绍了极化比和散射托阵的基本概念以及它们之间的关系，分析了不同极化基下散射矩阵之间的变换，从而对最优极化分析的理论依据进行了概括。
3.
From the bistatic formula of the electromagnetic field scattered by lit surface of an arbitrary smooth convex coated body,we build up the optimal polarization equations of scatter-ing bodies.
从计算电大目标散射场的基本双站公式出发，建立了散射目标照射面的最优极化方程。
5) probabilistic limit state optimum design
概率极限状态优化设计
补充资料：状态反馈(见线性二次型最优控制)
状态反馈(见线性二次型最优控制)
state feedback
zh日。noto{于。n认日卜状态反馈(state feedbaek)最优控制。见线性二次型
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条