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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續擾動作用下雙線性系統的最優控制問題。
- The linear quadratic optimal control problem for a class of nonlinear singularly perturbed systems is studied. 摘要研究一類非線性奇異攝動系統的線性二次型最優控制問題。
- Oestreich[9] deal with an optimal control problem of such a type, however for a nonlinear singular integral equation. 在這個假設條件下,我們首先證明了狀態方程解的存在唯一性和最優控制的存在性.
- The discrete-time direct adaptive optimal control problem of jump linear quadratic (JLQ) model is investigated. 摘要研究離散時間跳變線性二次(JLQ)模型的直接自適應最優控制問題。
- 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. 摘要最優控制是自動控制理論的重要研究分支,本文首次對廣義雙線性系統的最優控制問題進行研究。
- 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. 由於水源熱泵系統的動態數學模型為非線性的,因此節能運行問題為非線性最優控制問題,在系統的機理建模、節能運行最優控制問題構造及求解方面都面臨較多理論難點。
- Airship optimal flight trajectories on the condition of different performance indexes were computed by using a numerical solution of optimal control problem. 本文通過採用最優控制問題的數值計算方法得到飛艇在不同性能指標下的最優飛行軌跡。
- The existence and uniqueness conditions of feedforward and feedback optimal control law is proposed.The algorithm of solving the optimal control problem is presented. 給出了前饋-反饋最優控制律的存在唯一性條件,並提出了最優控制律的設計演算法。
- 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. 我的研究在於為模型最優控制問題提供離散方案,進行誤差估計以及設計快速求解演算法。
- The optimization problem was formulated as a mul-tiple-stage optimal control problem and solved by a forward and backward iteration loop. 整個最優化問題被描述成一個多階段系統優化控制問題,通過一個向前和向後的迭代循環解決。
- The optimization was formulated as a multiple stage optimal control problem and solved by a forward and backward iteration cycle. 利用多階段系統優化控制理論,整個最優化問題通過一個向前和向後的迭代循環解決。
- 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. 在辛空間內對非線性最優控制問題進行描述,進而藉助於結構力學中的子結構消元法給出一套動力學分析方法。
- 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). 以變分原理為基礎,推導出極大值原 理,從而使優化控制問題轉變為數學理論中的兩點邊值問題。
- This paper presents a primal-dual interior point method based algorithm with sparsity structure, which deals with voltage/reactive power optimization control problems in large scale power systems. 文章結合電力系統的稀疏特性,提出了一種基於稀疏技術的原對偶內點法電壓無功優化控制數學模型,並給出了提高原對偶內點法計算速度的措施。
- 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. 近幾年,隨著分段線性仿射系統研究所取得的進展,其二次最優控制問題得到了深入的研究,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. 考慮了二階線性系統的比例微分(PD)反饋特徵結構配置問題以及其在最優控制問題中的應用。
- 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. 利用該演算法可將在擾動作用下雙線性系統的最優控制問題轉化為求解一組線性非齊次兩點邊值序列問題。
- 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. 利用該演算法可將在擾動作用下的非線性系統的最優控制問題轉化為求解線性非齊次兩點邊值序列的問題。
- 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. 所獲結果對受此類微分包含約束的分佈參數最優控制問題的探討奠定理論基礎,同時有助於研究相關的非線性微分包含。
- nonsmooth optimal control problem 非光滑最優控制問題