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针对助推- 滑翔导弹的弹道优化问题,给出了一种求解其最大射程弹道的分段优化方法,建立了其
纵平面运动模型和弹道优化模型。在考虑攻角绝对值、攻角变化率、法向过载、分离点攻角衔接及落地条件等约束
下,应用序列二次规划法求解了其最大射程弹道。分析表明,助推- 滑翔导弹比传统弹道导弹射程显著提高,其最
优弹道的起伏有助于增大射程和提高突防能力-For booster- Optimize glider ballistic missile problem, give a maximum rang
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Sequential Quadratic Program Algorithm Descr iption
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CO is an applications module written in the GAUSS programming language. It solves the Nonlinear Programming problem, subject to general constraints on the parameters - linear or nonlinear, equality or inequality, using the Sequential Quadratic Progra
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数学计算代码：二分法，分段二次插值，复合辛普森算法，拉格朗日插值，牛顿迭代法，顺序消元法。-Math code: dichotomy, piecewise quadratic interpolation, composite Simpson method, Lagrange interpolation, Newton iteration, sequential elimination method.
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序列二次规划算法，能求解包含约束和无约束的问题，非常方便。-Sequential quadratic programming algorithm to solve constrained and unconstrained contain the problem, very convenient.
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控制问题转化为了数学规划问题。推导出目标函数对于待求参数的梯度公式，并利用序列二次规划算法求出最优控制量-the problem is changed into mathematical programming problem and formulae are derived for computing the gradients, also, a computational method for finding the optimal control is obtained by using
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《最优化方法及其Matlab程序设计》较系统地介绍了非线性最优化问题的基本理论和算法，以及主要算法的Matlab程序设计，主要内容包括（精确或非精确）线搜索技术、最速下降法与（修正）牛顿法、共轭梯度法、拟牛顿法、信赖域方法、非线性最小二乘问题的解法、约束优化问题的最优性条件、罚函数法、可行方向法、二次规划问题的解法、序列二次规划法等。-" Optimization Methods and Matlab programming," a more systematic introd
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非常好的关于序列二次规划的外文文章，对SQP算法学习非常有帮助-Very good on the sequential quadratic programming foreign language articles on SQP algorithm learning very helpful
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基于matlab编写的SQP优化算法，用来求解有约束的非线性规划问题-sequential quadratic programming:Used to solve constrained nonlinear programming problems
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SQP序列二次规划算法是求解约束非线性规划问题的主流方法-SQP sequential quadratic programming algorithm for solving constrained nonlinear programming problem is the mainstream approach
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利用MATLAB软件编写的序列二次规划算法程序，包括二次规划子程序的编写，用于求解非线性函数的最小值问题。-Using MATLAB software written in sequential quadratic programming algorithm program, including the preparation of quadratic programming routines for solving nonlinear function of the minimum probl
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求解具有球形约束条件的凸二次规划问题，问题模型为min - x Ax + b x subject to ||x|| <= r or ||x|| = r- Solve a sphere constrained quadratic program of the form min- x Ax+ b x subject to ||x|| <= r or ||x|| = r using an implementation of the sequential subspace method
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采用matlab语言自己编的序列二次规划算法，能够解决一般的问题，欢迎大家下载-the sequential quadratic programming algorithm is written by MATLAB language in order to solve general problems. welcome to download it.
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非线性最优化问题的基本理论和算法程序，主要包括：线性搜索技术，牛顿法，最速下降法，序列二次规划等算法。-The basic theory and nonlinear optimization algorithm procedural issues, including: linear search, Newton s method, the steepest descent method, sequential quadratic programming algorithm.
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An Sequential Quadratic Program MATLAB code
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The Simulation Code for Solving Constrained Optimization Problems based on Sequential Quadratic Programming (SQP) Method.
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Sequential Quadratic Programming algorithm
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序列二次规划优化算法，解决线性约束的二次规划问题-Sequential Quadratic Programming optimization algorithm for solving linear constrained quadratic programming problems
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