对建立的计算模型采用序列二次规划法进行优化求解。
The objective functions are obtained by use of the sequential quadratic programming.
为了提高计算效率，本文采用序列二次规划法避免了灵敏度分析中的复杂计算。
The sequential quadratic programming was utilized to avoid the complex calculation in sensitivity analysis.
利用直接打靶法，将此最优控制模型转化为非线性规划问题，并采用序列二次规划算法进行解算。
By using direct shooting method, the associated optimization was converted into a nonlinear programming problem, which was solved through a sequential quadratic programming solver.
在简要介绍MATLAB优化工具箱中的序列二次规划法后，采用该算法求出设计结果。
The sequential quadratic programming algorithm of optimization toolbox of MATLAB is effectively used to solve the model after it is concisely introd.
根据问题的特点，本文采用了收敛速度快、稳定性好的序列二次规划法对模型进行了有效求解。
In view of its features, we use sequence quadratic programming planning to solve the problem effectively, in which convergence carries through fast and the stability is fine.
根据问题的特点，本文采用了收敛速度快、稳定性好的序列二次规划法对模型进行了有效求解。
In view of its features, we use sequence quadratic programming planning to solve the problem effectively, in which convergence carries through fast and the stability is fine.
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