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The optimal control problem is considered for bilinear systems affected by external persistent disturbances. 摘要研究具有外界持续扰动作用下双线性系统的最优控制问题。
The linear quadratic optimal control problem for a class of nonlinear singularly perturbed systems is studied. 摘要研究一类非线性奇异摄动系统的线性二次型最优控制问题。
Oestreich[9] deal with an optimal control problem of such a type, however for a nonlinear singular integral equation. 在这个假设条件下，我们首先证明了状态方程解的存在唯一性和最优控制的存在性.
The discrete-time direct adaptive optimal control problem of jump linear quadratic (JLQ) model is investigated. 摘要研究离散时间跳变线性二次(JLQ)模型的直接自适应最优控制问题。
The optimal control is an important ramify of auto-control theory, the optimal control problem of Singular bilinear systems is studied in this paper firstly. 摘要最优控制是自动控制理论的重要研究分支，本文首次对广义双线性系统的最优控制问题进行研究。
Because the OEC problem is a nonlinear optimal control problem and complicated to solve, no analytical OEC strateges based on WSHP nonlinear mathematical model are obtained. 由于水源热泵系统的动态数学模型为非线性的，因此节能运行问题为非线性最优控制问题，在系统的机理建模、节能运行最优控制问题构造及求解方面都面临较多理论难点。
Airship optimal flight trajectories on the condition of different performance indexes were computed by using a numerical solution of optimal control problem. 本文通过采用最优控制问题的数值计算方法得到飞艇在不同性能指标下的最优飞行轨迹。
The existence and uniqueness conditions of feedforward and feedback optimal control law is proposed.The algorithm of solving the optimal control problem is presented. 给出了前馈-反馈最优控制律的存在唯一性条件，并提出了最优控制律的设计算法。
My research concentrates on discretization of model optimal control problem, development of the posteriori error estimator and designment of efficient solver for discrete optimal control problem. 我的研究在于为模型最优控制问题提供离散方案，进行误差估计以及设计快速求解算法。
The optimization problem was formulated as a mul-tiple-stage optimal control problem and solved by a forward and backward iteration loop. 整个最优化问题被描述成一个多阶段系统优化控制问题，通过一个向前和向后的迭代循环解决。
The optimization was formulated as a multiple stage optimal control problem and solved by a forward and backward iteration cycle. 利用多阶段系统优化控制理论，整个最优化问题通过一个向前和向后的迭代循环解决。
The nonlinear optimal control problem is describ ed in Symplectic space, then a dynamic analytical method is given with the help of the substructural condensation algorithm in structural mechanics. 在辛空间内对非线性最优控制问题进行描述，进而借助于结构力学中的子结构消元法给出一套动力学分析方法。
The maximum theory is proved on the basis of the calculus variation theory, then ,the optimal control problem turns into the mathematical problem of two point boundary value problem(TPBVP). 以变分原理为基础，推导出极大值原理，从而使优化控制问题转变为数学理论中的两点边值问题。
In the last few years, along with the research of piecewise linear affine systems obtaining much progress, a lot of results on optimal control problems were obtained again. 近几年,随着分段线性仿射系统研究所取得的进展,其二次最优控制问题得到了深入的研究,取得了很多的成果。
The problem of proportional plus derivative (PD) feedback eigenstructure configuration and its applications in optimal control problems are investigated in a second-order linear systems. 考虑了二阶线性系统的比例微分(PD)反馈特征结构配置问题以及其在最优控制问题中的应用。
By using the approach, the original optimal control problem of bilinear systems with disturbances is transformed into a sequence of nonhomogeneous linear two-point boundary value (TPBV) problems. 利用该算法可将在扰动作用下双线性系统的最优控制问题转化为求解一组线性非齐次两点边值序列问题。
By using the successive approximation approach, the original optimal control problem is transformed into a sequence of nonhomogeneous linear two-point boundary value (TPBV) problems. 利用该算法可将在扰动作用下的非线性系统的最优控制问题转化为求解线性非齐次两点边值序列的问题。
All results acquired not only help solve distribution parameter optimal control problems subject to the differential inclusions, but also study the problems of other differential inclusions. 所获结果对受此类微分包含约束的分布参数最优控制问题的探讨奠定理论基础,同时有助于研究相关的非线性微分包含。
nonsmooth optimal control problem 非光滑最优控制问题
This text gives analysises in detail research of piecewise linear (affine) systems in present, and emphasizes those about optimal control problems of piecewise linear affine descriptor systems. 本文详细分析了分段线性(仿射)广义系统的研究现状,着重研究了分段线性仿射广义系统的二次最优控制问题。