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SQP方法在最优中制导律中的应用 被引量：4

Application of SQP to Optimal Midcourse Guidance
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摘要 针对传统动态优化算法计算效率低的缺点,引入了序列二次规划(SQP)优化算法.介绍了SQP算法的理论基础,把动态优化问题转换成SQP可以应用的静态参数优化问题,针对飞行器中段制导这一具体实例进行了数字仿真.仿真过程表明,SQP可以高效地求解最优中制导律问题,与其它优化算法相比具有灵活性,工程上具有一定的应用价值. Aiming at disadvantages that the traditional dynamic optimum arithmetic has low computing efficiency, the Sequential Quadratic Programming （SQP） was proposed. Theory of SQP was introduced. The dynamic optimization was transformed into static parameter optimization. The simulation was carried to solve the optimal midcourse guidance. Simulation process shows that the SQP is efficient to solve the optimal midcourse guidance, quite flexible compared with other optimum methods , and applicable in engineering application.
作者 沈明辉 周伯昭
机构地区 国防科技大学航天与材料工程学院
出处 《弹道学报》 EI CSCD 北大核心 2006年第3期48-50,共3页 Journal of Ballistics
关键词 中制导 序列二次规划 非线性规划 midcourse guidance SQP nonlinear programming
分类号 TJ765.3 [兵器科学与技术—武器系统与运用工程]
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参考文献5

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二级参考文献4

共引文献4

同被引文献20

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二级引证文献22

弹道学报
2006年 第3期

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