特种变压器电磁参数的优化设计是一个带有等式和不等式约束，满足某种设计目标的非线性规划问题。
Optimization mathematical model of special transformer electromagnetism parameters is a nonlinear programming problem with equality and inequality constraints, to meet some certain design objective.
钢管订购和运输中的参数优化问题是个复杂的非线性规划问题。
It's a complex nonlinear programming question to find the optimization parameter in the Ordering and transporting of steel tube.
模型参数用非线性规划的最优化方法进行估计，得到了计算液相当量混合系数的无因次回归方程。
The model parameters are estimated by the optimal method of nonlinear programming, and the equivalent mixing coefficient is regressed in a dimensionless equation.
在完成相关参数的分析后，构造经费分配的数学模型，运用非线性规划，求问题的满意解。
After finishing the analysis of correlation parameter, we construct the model of fund distributing, and seek the satisfying solve of the problem with Nonlinear programming.
结果表明，利用非线性规划技术可以进一步协调PSS参数。
Results show that the PSS parameter can be further coordinated by using the nonlinear programming technique.
讨论了区间参数非线性规划问题。
This paper considers the nonlinear programming problem of interval parameters.
当非退化条件成立和磨光参数趋于零时，证明了原问题的S -稳定点与磨光非线性规划的KKT点等价。
As the non-degeneracy condition holds and the smoothing parameter tends to zero, an S-stationary point of the MPCC problem is equivalent to a KKT point of the smoothing nonlinear programming.
本论文采用两种方法来描述晶体生长率模型的设计，第一种方法是通过采用非线性规划最优化方法（NLP）决定晶体生长率经验公式的参数；
The first way is classical and consists of determining the parameters of the empirical expressions of the growth rate through the use of a nonlinear programming(NLP)optimization technique.
所提出的辨识新方法，以递推最小二乘（RLS）参数估计与非线性规划（BFGS）为主体。
The new identification method for nonlinear systems is presented, which combinesrecursive least-square (RLS) parameter estimation with nonlinear programming (BFGS).
将此模型写入非线性规划计算程序，即可在计算机上算得机构最优设计参数。
The optimal design parameters can be gained by turning the model into a nonlinear program and putting it into a computer.
本文应用非线性规划，优选规划阶段的水电站群的主要设计参数，并提出了相应的数学模型和算法。
On the basis of existing mathematical models of choosing reservoir parameters, this paper for the first time suggests the use of nonlinear pro-gramming(NLP)model.
带不等式约束的非线性规划，其KKT条件可以通过NCP函数转化为一个非光滑的方程组，然后用熵光滑化函数光滑化，得到一个带参数的方程组。
The KKT conditions of a nonlinear programming with linear inequality constrains can be transformed into a system of equations by NCP function. Then it is smoothed by Entropy smoothing function.
对于运动参数变化受限制的任意机械手工作空间，本文将用非线性规划方法及离散算法进行计算。
For the calculation of workspace for any manipulator with constrained parameters, nonlinear programming and discrete algorithm are preferred.
利用最优控制理论可以求得性能指标对参数的梯度，然后利用非线性规划的方法求得最优参数。
Time nodes are parameterized by using this method, and the parameterized control can approximate a piecewise continuous function.
利用最优控制理论可以求得性能指标对参数的梯度，然后利用非线性规划的方法求得最优参数。
Time nodes are parameterized by using this method, and the parameterized control can approximate a piecewise continuous function.
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