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含时滞结构线性时变系统伺服机构设计的PGOPO法(英文)

PGOPO Approach to Design Linear Servomechanism of Time-Varying Systems with Time-Delay
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摘要 Based on a new linear, continuous and bounded operator (PGOPO), a more effective approach and optimal control algorithm than by the block-pulse functions and Walsh functions to design the linear servomechanism of time-varying systems with time-delay is proposed in the paper. By means of the operator, the differential equation is transferred to a more explicit algebraic form which is much easier than the numerical integration of nonlinear TPBVP derived from Pantryagin's maximum principle method. Furthermore, the method is established strictly based on the theory of convergence in the mean square and it is convenient and simple in computation. So the method can be applied to industry control and aeronautics and astronautics field which is frequently mixed with time varying and time delay. Some illustrative numerical examples are interpreted to support the technique. Based on a new linear, continuous and bounded operator (PGOPO), a more effective approach and optimal control algorithm than by the block-pulse functions and Walsh functions to design the linear servomechanism of time-varying systems with time-delay is proposed in the paper. By means of the operator, the differential equation is transferred to a more explicit algebraic form which is much easier than the numerical integration of nonlinear TPBVP derived from Pantryagin's maximum principle method. Furthermore, the method is established strictly based on the theory of convergence in the mean square and it is convenient and simple in computation. So the method can be applied to industry control and aeronautics and astronautics field which is frequently mixed with time varying and time delay. Some illustrative numerical examples are interpreted to support the technique.
出处 《Chinese Journal of Aeronautics》 SCIE EI CAS CSCD 2001年第2期88-93,共6页 中国航空学报(英文版)
基金 National Natural Science Foundation of China(69934010)
关键词 ALGORITHMS Convergence of numerical methods Differential equations Mathematical operators POLYNOMIALS Time varying systems Walsh transforms Algorithms Convergence of numerical methods Differential equations Mathematical operators Polynomials Time varying systems Walsh transforms

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