- 专利标题: Method with quasi-Newton Jacobian updates for nonlinear predictive control
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申请号: US15895393申请日: 2018-02-13
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公开(公告)号: US10409233B2公开(公告)日: 2019-09-10
- 发明人: Rien Quirynen , Pedro Hespanhol
- 申请人: Mitsubishi Electric Research Laboratories, Inc.
- 申请人地址: US MA Cambridge
- 专利权人: Mitsubishi Electric Research Laboratories, Inc.
- 当前专利权人: Mitsubishi Electric Research Laboratories, Inc.
- 当前专利权人地址: US MA Cambridge
- 代理商 Gennadiy Vinokur; Hironori Tsukamoto; James McAleenan
- 主分类号: G05B13/04
- IPC分类号: G05B13/04 ; G06F17/16 ; G06F17/11
摘要:
A control system for controlling an operation of a system with continuous-time nonlinear dynamics subject to constraints including equality and inequality constraints on state and control variables of the system, including an estimator to estimate a current state of the system using measurements of the operation of the system and a controller to iteratively solve, at each control time step, an approximation of a constrained nonlinear optimization problem to produce a control solution, wherein the approximation includes a linearization of the nonlinear dynamics of the system discretized by time intervals in the control horizon and represented using an approximation of the constraint Jacobian matrix for each time interval of the control horizon. The iterative solution procedure is based on a block-wise update formula for the approximation of the constraint Jacobian matrix and the intermediate condensing matrices using an evaluation of one or combination of the discretized dynamics of the system and at least one directional derivative of the discretized dynamics of the system. Each block in the constraint Jacobian matrix and in the intermediate condensing matrices represents one time interval in the prediction horizon and can be updated independently, based on a block-wise rank-one update formula without any iterative solution procedure and without any matrix-matrix multiplications or matrix factorizations.
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