• 针对离散不确定模糊模型提出一种鲁棒线性模型预测控制方法

    A robust model predictive control (MPC) scheme based on fuzzy modelling is proposed for a nonlinear system.

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  • 建立了基于模型方程的SOFC线性模型预测控制算法(NMPC)应用

    Develop a nonlinear model predictive control (NMPC) for SOFC application. NMPC is well suited in the nonlinear control environment with specified constraints.

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  • 提出基于线性模型预测控制的快速汽门控制设计方法推导控制规律解析式。

    The design method based on nonlinear model predictive control is put forward, and analytical solutions are drawn from it.

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  • 针对化工过程某些线性系统不对称动态特性,提出一种基于自校正模型的多模型预测控制算法

    To handle the unsymmetrical dynamic characteristics of some nonlinear systems in chemical process, a multi-model predictive control method was proposed based on self-tuning model.

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  • 采用线性模型相比采用非线性派克模型可保证灰色预测控制输入数据负性,简化预测算法

    Compared with the commonly used linearized model, the nonlinear Park model guarantees the nonnegative input data in grey prediction control, simplifies the prediction algorithm.

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  • 针对具有高度线性特性连续搅拌反应(CSTR)控制过程,研究了基于神经模糊模型预测控制策略

    In this paper, a predictive control strategy based on neuro-fuzzy model is applied to Continuous Stirred Tank Reactor (CSTR) process, which has characteristic of highly nonlinearity.

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  • 针对一类具有特殊模型线性系统本文提出了一种新型神经网络预测控制算法

    A novel neural network predictive control algorithm is proposed for a class of nonlinear system with special model.

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  • 丙烯精馏塔控制中,由于被对象的线性特性,采用线性模型模型预测控制难以保持良好控制性能

    It is difficult to keep favorable controlling performance of model predictive control (MPC) by linear model due to controlled plant nonlinearity in propylene rectifier.

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  • 模型预测控制(MPC),称为滚动时域控制(RHC),一种基于模型控制理论采用线性线性模型预测系统活动

    Model predictive control (MPC), also known as receding horizon control (RHC), is a class of model-based control theories that use linear or nonlinear process models to forecast system behavior.

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  • 然后每一个采样系统进行局部动态线性化,根据得到的系统线性模型对系统采取广义预测控制GPC)方法得到当前的控制动作

    Local dynamic linearization is applied to the system at each sampling point. Then control action is gained using generalized predictive control (GPC) based on the linearized model.

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  • 线性复杂系统预测控制一种高性能控制方法关键在于线性预测模型实现。

    The prediction control is an excellent method for the control of non-linear complex system. The key unit for predicting control is to design a suitable prediction model.

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  • 对于复杂离散时间线性系统提出一种基于模型的广义预测控制方法。

    A multiple model based generalized predictive control is provided for complex nonlinear discrete time system.

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  • 针对一类基于模糊T-S模型输入受限线性系统提出鲁棒模型预测控制

    Robust model predictive control is proposed for a class of nonlinear systems with constraint inputs based on fuzzy T-S model.

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  • 提出一种新的基于T_S模糊模型线性预测控制策略

    A nonlinear model predictive control (NMPC) strategy based on T_S fuzzy model is proposed.

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  • 提出了C -R模糊模型递推算C - R模糊模型线性预测控制算法。

    It is presented the identity conclusion method of C-R fuzzy model and the nonlinear predictive control of C-R fuzzy model.

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  • 研究基于人工神经元网络模型线性预测控制

    The study of nonlinear predictive control based on artificial neural networks is carried out.

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  • 然后简单输入输出模型输入输出模型一些相对特殊的线性系统模型,由浅入深研究了广义预测控制理论应用

    Secondly, from single input single output model to two inputs two outputs model, and then to some relatively complex linear model, the application of GPC theory is studied.

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  • 基于线性模型模型预测控制研究已经相当成熟得到了广泛工业应用

    Research on linear predictive control has become mature and linear MPC has gained wide application in industrial processes.

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  • 提出不确定线性系统模型预测控制方法结合了针对线性的基于系统输出的切换方法针对不确定性模型切换方法。

    For the uncertain nonlinear system, the multiple-model predictive control is studied which combines the switching method for the nonlinearity and the one for the model uncertainty.

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  • 由于T_S模糊模型每条规则结论部分线性模型,因此整个模糊模型可以看作一个线性时变系统,从而将模糊预测控制中的线性优化问题转化为一个线性二次寻优问题,以方便求解

    Since the conclusion part is linear, the T_S fuzzy model can be treated as a linear time_varying system, the nonlinear program in NMPC turns into a linear quadratic problem that can be easily solved.

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  • 采用两步法预测控制,即将预测控制问题分解为基于线性模型动态优化问题线性模型静态求根问题。

    Two-step model predictive control is applied, which decomposes the MPC problem into a dynamic optimization problem upon linear model and a static rooting problem of nonlinear algebraic equation.

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  • 论文具有大范围工况特点的实际系统背景,结合混合逻辑动态模型来研究分段线性系统的模型预测控制

    Through logic variables, piecewise linear systems can be modified into a single-linear model and affiliated constraints with mixed logical dynamic systems.

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  • 利用全局线性模型进行滚动优化,利用线性预测模型校正线性模型实现线性预测控制

    Nonlinear predictive control is realized by the global linear model based roll optimizing, and on-time adjusting using neural network based nonlinear model of the nonlinear system.

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  • 文中依据线性舰船模型应用模糊神经网络简化出适应于减横控制器设计的模糊线性模型,并设计了广义预测控制器。

    According to the nonlinear model of ship, a predigested fuzzy linear model is built adapted to rudder roll stabilization using fuzzy neural networks.

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  • 仿真结果表明线性时变模型参数估计算法可行性表明该自适应预测控制方法具有优良的控制品质。

    Simulation results demonstrate the feasibility of the model and the parameter estimation algorithm, and show that the adaptive predictive control method has excellent control quality.

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  • 详细介绍基于局部线性状态空间模型预测控制算法。

    Model predictive control based on the local linearization state-space model is introduced in detail.

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  • 在DLF模型基础本文研究了一种线性预测控制算法的显著特点在线计算

    Based on the DLF model, a nonlinear predictive control algorithm is proposed in the paper. The significant feature of the suggested control strategy lies in its low online computing burden.

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  • 全局线性模型用于滚动优化线性模型用于预测系统输出校正线性模型实现线性预测控制

    Nonlinear predictive control is realized by the global linear model based roll optimizing, and ontime adjusting using neural network based nonlinear model of the nonlinear system.

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  • 其实质神经网络作为预测模型产生预测信号滚动优化算法求出控制从而实现对线性系统预测控制

    Actually it USES the neural networks as the predictive models to produce the predictive signals, the control law is solved by optimized algorithm, accordingly control nonlinear system.

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  • 其实质神经网络作为预测模型产生预测信号滚动优化算法求出控制从而实现对线性系统预测控制

    Actually it USES the neural networks as the predictive models to produce the predictive signals, the control law is solved by optimized algorithm, accordingly control nonlinear system.

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