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Continuous Order Identification of PHWR Models Under Step-back for the Design of Hyper-damped Power Tracking Controller with Enhanced Reactor Safety

机译:pHWR模型的连续订单识别步骤   具有增强型电抗器安全性的超阻尼功率跟踪控制器设计

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摘要

In this paper, discrete time higher integer order linear transfer functionmodels have been identified first for a 500 MWe Pressurized Heavy Water Reactor(PHWR) which has highly nonlinear dynamical nature. Linear discrete time modelsof the nonlinear nuclear reactor have been identified around eight differentoperating points (power reduction or step-back conditions) with least squareestimator (LSE) and its four variants. From the synthetic frequency domain dataof these identified discrete time models, fractional order (FO) models withsampled continuous order distribution are identified for the nuclear reactor.This enables design of continuous order Proportional-Integral-Derivative (PID)like compensators in the complex w-plane for global power tracking at a widerange of operating conditions. Modeling of the PHWR is attempted with variouslevels of discrete commensurate-orders and the achievable accuracies are alsoelucidated along with the hidden issues, regarding modeling and controllerdesign. Credible simulation studies are presented to show the effectiveness ofthe proposed reactor modeling and power level controller design. The controllerpushes the reactor poles in higher Riemann sheets and thus makes the closedloop system hyper-damped which ensures safer reactor operation at varyingdc-gain while making the power tracking temporal response slightly sluggish;but ensuring greater safety margin.
机译:在本文中,首先确定了具有高非线性动力学性质的500 MWe加压重水反应堆(PHWR)的离散时间高阶整数阶线性传递函数模型。非线性核反应堆的线性离散时间模型已被确定为具有最小二乘估计器(LSE)及其四个变体的八个不同工作点(功率降低或后退条件)。从这些识别出的离散时间模型的合成频域数据中,可以确定核反应堆具有采样连续阶数分布的分数阶(FO)模型,从而可以设计复杂w-中的连续阶数比例积分微分(PID)补偿器。用于在各种工作条件下进行全局功率跟踪的飞机。 PHWR的建模尝试了各种级别的离散相称阶,并且还阐明了可实现的精度以及与建模和控制器设计有关的隐藏问题。可信的仿真研究表明了所提出的反应堆建模和功率水平控制器设计的有效性。控制器将电抗器极推入较高的黎曼薄板中,从而使闭环系统超阻尼,从而确保在变化的直流增益下更安全的电抗器操作,同时使功率跟踪时间响应略微变慢;但确保更大的安全裕度。

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