A Robust Deadbeat Control Method for UPS Inverters

The traditional deadbeat control for UPS inverters has a robustness problem. The parametric imprecision can greatly harm the stability of the system, which restricts the application. A novel robust deadbeat control method is proposed in this paper to deal with the problem. In the proposed control method, a proportional element is added to the traditional deadbeat control in order to improve the robustness to parametric imprecision. To eliminate the error between output voltage and voltage reference caused by environmental noise and parametric deviation, a model reference adaptive regulator is also added to the control method. A 1kVA prototype is built based on DSP. Theoretical analysis and experimental results show that the robustness for parametric variation of the proposed method is much better than the traditional deadbeat control. The system can remain stable even when the systemic parameters have a large deviation from calculating parameters. The system has small static error and fast dynamic response with the new control method. This method is easy to realize in DSP and is suitable for full digital realization of UPS.

Finite-Time Stabilization for Constrained Discrete-time Systems by Using Model Predictive Control

In this paper, a model predictive control(MPC)framework is proposed for finite-time stabilization of linear and nonlinear discrete-time systems subject to state and control constraints. The proposed MPC framework guarantees the finite-time convergence property by assigning the control horizon equal to the dimension of the overall system, and only penalizing the terminal cost in the optimization, where the stage costs are not penalized explicitly. A terminal inequality constraint is added to guarantee the feasibility and stability of the closed-loop system.Initial feasibility can be improved via augmentation. The finite-time convergence of the proposed MPC is proved theoretically,and is supported by simulation examples.

An Improved Deadbeat Predictive Current Control Method for SPMSM Drives with a Novel Adaptive Disturbance Observer

To improve the dynamic performance of conventional deadbeat predictive current control(DPCC)under parameter mismatch,especially eliminate the current overshoot and oscillation during torque mutation,it is necessary to enhance the robustness of DPCC against various working conditions.However,the disturbance from parameter mismatch can deteriorate the dynamic performance.To deal with the above problem,firstly,traditional DPCC and the parameter sensitivity of DPCC are introduced and analyzed.Secondly,an extended state observer(ESO)combined with DPCC method is proposed,which can observe and suppress the disturbance due to various parameter mismatch.Thirdly,to improve the accuracy and stability of ESO,an adaptive extended state observer(AESO)using fuzzy controller based on ESO,is presented,and combined with DPCC method.The improved DPCC-AESO can switch the value of gain coefficients with fuzzy control,accelerating the current response speed and avoid the overshoot and oscillation,which improves the robustness and stability performance of SPMSM.Finally,the three methods,as well as conventional DPCC method,DPCC-ESO method,DPCC-AESO method,are comparatively analyzed in this paper.The effectiveness of the proposed two methods are verified by simulation and experimental results.

DEADBEAT COVARIANCE CONTROLLER DESIGN FOR SAMPLED-DATA SYSTEMS

The problem of deadbeat covariance controller design for sampled data feedback systems is considered. The purpose of considering this problem is to design linear discrete controllers such that the state covariance of the closed loop system achieves its steady state value which is equal to a prespecified positive definite matrix during finite beats. This problem is reduced to the similar one for equivalent discrete time systems by taking intersample behaviour into account. Both the existence conditions and the explicit expression of the desired controllers are given.

不平衡电网下电流源型PWM整流器改进型无差拍控制

三相电流源型PWM整流器运行在电网电压不平衡情况下,引起直流侧及网侧电流存在大量低次谐波,势必对后级变换器供电稳定性、安全性等存在不利影响。针对该问题,首先建立整流器数学模型,推导出不平衡电网下直流侧电压和网侧电流表达式,揭示出系统直流侧和网侧电流产生低次谐波的机理。其次,根据瞬时功率理论设计内环电流参考指令,并利用无差拍控制实现网侧电流对参考电流的跟踪。然而传统无差拍控制存在延时问题,将影响网侧电流的跟随性能,造成电能质量下降。为解决该问题,提出了网侧电流内环改进型无差拍控制,利用两步预测法补偿系统延时。最后,基于Matlab/Simulink平台搭建仿真模型,验证所提控制策略的正确性与有效性。结果表明,所提方法能有效抑制直流侧和网侧电流低次谐波,实现网侧电流正弦化和直流侧电压稳定输出。

基于无差拍预测算法的双向隔离型AC-DC矩阵变换器高动态电流控制策略

针对双向隔离型AC-DC矩阵变换器采用传统双闭环控制策略存在的控制参数多、整定困难等问题,提出了一种基于无差拍预测算法的高动态电流控制策略,通过引入无差拍预测算法对网侧电流进行控制,以减少控制器参数,消除数字控制时延。考虑到算法中电压电流检测量众多,故采用输入电压观测器以降低检测成本,减小采样误差的影响。变换器采用后级单重移相的调制方法来协调配合无差拍预测算法,其中参考输入电流指令与移相角为双射函数关系,简单易实现。仿真和实验结果表明:采用所提控制策略可以实现网侧电流正弦,功率因数接近于1;直流侧电压稳定,电流纹波率小于1%;直流电流在参考值突变时,跟踪快速且无超调、无振荡;同时,在变换器功率正向传输、反向传输以及正反向切换过程中,采用所提控制策略相比于传统的双闭环控制策略,电流动态调节时间分别缩短了69%、85%、67%。由此证明所提控制策略可以保证变换器良好的输入输出性能,并且相比于传统的双闭环控制策略在切换过程中动态性能得到显著提升。

并网逆变器最优开关序列模型预测电流控制

传统的并网逆变器模型预测电流控制方法仅在控制周期内对电流波形进行单点预测,忽略了逆变器开关状态变化引起的输出电流纹波,为此提出一种改进的最优开关序列并网逆变器模型预测电流控制策略。首先,为减小开关切换次数、优化频谱分布,对空间电压矢量组合进行重新排列,设计6组开关序列,并根据开关序列提出基于无差拍的矢量持续时间计算方法。其次,在一个控制周期内设置8个电流预测点,以计算开关序列在控制周期内作用所产生的电流预测误差,并通过累加电流预测误差构造预测控制的价值函数,选择使价值函数最低的开关序列作为最优序列组合,提高并网电流波形质量。最后,通过实验验证所提策略在降低并网逆变器输出电流纹波方面的有效性。

永磁同步电机三相矢量双选取预测转矩控制

针对永磁同步电机在占空比模型预测转矩控制下,存在计算量较大、稳态性能不够理想的问题,提出一种三相矢量双选取模型预测转矩控制方法。首先将定子磁链所在空间复平面6个扇区重新划分为3个扇区;其次,设计一种基于三相电压矢量的新型开关表,依据新型电压矢量选择表,从三相电压矢量中选择出两个有效电压矢量,再加入一个零矢量,仅进行一次占空比计算,就可输出任意幅值、相角的期望电压矢量。仿真结果表明,该策略减少了系统计算时间,有效地抑制了转矩和磁链脉动且稳态性能良好。

多谐振控制的同步磁阻电机鲁棒预测电流控制系统转矩脉动抑制方法

为抑制同步磁阻电机的转矩脉动并提高系统的鲁棒性,文中提出了一种基于多谐振速度环控制与自抗扰电流环的复合控制策略。由于同步磁阻电机的磁阻变化不均匀,从而导致电机电感随着磁饱和与交叉耦合效应变化,一方面,电感参数的变化会给电流环控制带来影响;另一方面,电感参数的变化还会引起转矩的脉动。因此提出基于多比例谐振的速度环控制策略,以抑制同步磁阻电机的转矩谐波。基于超局部模型的无差拍电流预测控制,利用改进的锁相环观测器对下一拍的电流和扰动进行预测,在电机参数变化时可以很好地实现电流的跟踪,从而提高系统的抗干扰能力。

基于ESO的PMSM无模型快速超螺旋滑模预测控制

为提高表贴式永磁同步电机(Surface permanent magnet synchronous motor,SPMSM)在参数变化和外部扰动下的鲁棒性,提出一种基于扩张状态观测器的无模型快速超螺旋滑模预测控制方法。首先,建立SPMSM参数摄动时的新型超局部模型。其次,采用改进的超螺旋算法作为辅助控制率设计转速环无模型超螺旋滑模反馈控制器,同时利用复合的扩张扰动观测器估计超局部模型中的未知部分,并通过Lyapunov稳定性理论证明了控制器和观测器的稳定性。电流环应用无差拍电流预测控制策略,结合扩张状态观测器对扰动量进一步估计并进行前馈补偿,使电流环具有更好的动态响应和更小的谐波分量。仿真试验结果表明,所提方法可有效提高系统响应速度,改善SPMSM在发生参数漂移和外部扰动下的暂稳态性能,降低电流总谐波畸变率,提升系统鲁棒性和抗干扰性能。

基于参数辨识的永磁辅助同步磁阻电机电流无差拍控制

针对永磁辅助同步磁阻电机电感参数失配引起传统无差拍预测电流控制器受扰动的问题,该文提出一种电感参数自适应的无差拍预测电流控制方案。所提算法利用模型参考自适应系统对电感参数进行在线辨识,并将辨识结果代替控制器中的原始电感模型参数,以确保控制器的模型参数和电机实际参数相匹配,进而增强无差拍预测电流控制系统的鲁棒性。根据永磁辅助同步磁阻的数学模型,对电机本体进行了建模,以实现对所提算法的仿真验证。最后在以TMS320F28335控制器为核心的实验平台上进行了实验验证。仿真和实验结果均表明,当电机参数与模型参数不匹配时,所提算法相较于传统的无差拍预测电流控制算法在电流波动峰峰值、电流跟踪静差及系统鲁棒性方面都有明显的改善。

预测控制与滑模控制结合的永磁同步电机控制

提出一种改进型无差拍预测电流控制方法与改进型滑模控制方法结合的控制策略。基于永磁同步电机的数学模型,构建电流内环控制算法,设计扩张状态观测器,解决无差拍预测电流控制因参数扰动及模型失配导致的电流误差问题。速度外环设计一种超局部模型滑模控制器,设计滑模扰动观测器削弱滑模抖振。仿真结果证明,结合后的控制方法有效提高了电机暂、稳态性能,提升了系统抗干扰能力、鲁棒性及响应速度。

基于二阶滑模扰动观测的PMSM电流预测控制研究

针对无差拍电流预测控制(DPCC)对电机参数的依赖性,系统性能尤其易受电感参数影响的问题,研究基于二阶滑模扰动观测的永磁同步电机(PMSM)电流预测控制方法。首先,根据滑模控制原理分析电感参数失配对系统参数鲁棒性的影响,及传统滑模控制的不连续函数导致的系统“抖振”;然后,在DPCC中引入一种基于二阶趋近律的滑模扰动观测器(SMDO),实时补偿电感参数失配造成的扰动,同时通过二阶趋近律加速扰动误差的收敛;最后,将该方法与DPCC、SMDO+DPCC进行对比仿真实验。实验结果表明,在电感参数失配的情况下,该方法降低了电流稳态误差,提高了系统参数的鲁棒性,减少了传统滑模控制带来的系统“抖振”现象。

广义预测控制的deadbeat性质研究

本文利用广义预测控制中对象与闭环特征多项式之间的系数映射关系，分析了闭环系统特征多项式系数为零的条件，导出了GPC闭环系统deadbeat性质完善而新颖的理论结果，并提供了一种基于系数空间映射的新思路来研究GPC的性质。

基于扩展电压矢量的三矢量模型预测电流控制策略

针对传统永磁同步电机模型预测电流控制策略中矢量作用方向、幅值局限导致控制系统稳态特性不佳的问题,提出一种改进的三矢量模型预测电流控制策略。首先,引入虚拟矢量来扩展电压矢量控制集为系统提供更灵活的控制选择。其次,根据无差拍控制原理获得参考电压矢量,并判断出参考电压矢量在扇区的具体位置。以电压矢量为价值函数的基础元素,并对参考电压矢量与有效电压矢量做差分析。根据设计出的筛规则获得最优有效电压矢量,简化了电压矢量筛选过程。通过实验结果表明,对比于传统的模型预测电流控制,本文所提出的控制策略显著地减少了电流与转矩脉动,另外在电机转速方面呈现出更加平滑的速度曲线与更小的超调量,提高了电机的动态响应性能与控制能力。

简化计算的改进PMSM模型预测电流控制算法

针对传统永磁同步电机模型预测电流控制在1个控制周期内通过遍历寻优的方式确定1个最优电压矢量作用,使得d、q轴电流波动大及相电流畸变严重的问题,提出一种简化计算的改进模型预测电流控制算法。该算法将电压矢量平面划分为12个扇区,通过无差拍原理确定参考电压矢量位置角,得到2个备选电压矢量组合,通过一种基于价值函数最小化分析得到的简化方法求取矢量最优作用时间,利用改进方式对2个电压矢量组合进行快速择优并作用于电机。该算法在减少计算量的同时,保持了良好的控制性能,通过搭建仿真实验验证,有效减小了电流波动和相电流畸变。

基于简化空间矢量调制的三电平整流器级联式无差拍控制策略

为解决有限控制集模型预测控制(FCS-MPC)运行过程中计算强度过大与计算时间过长的问题,提出了一种基于简化空间矢量调制的三电平整流器级联式无差拍控制策略,通过构建特定扇区选出最佳电压矢量。为建立精确的系统模型,深入分析三电平整流器,构建二维离散系统数学模型,基于无差拍控制理念设计了一套功率内环与电压外环的双环控制方案,并建立Luenberger观测器对电力扰动及负载变化进行精确估测与补偿,使无功功率与有功功率快速解耦和响应。结合上述系统架构,分别建立常规、单预测、简化预测FCS-MPC模型,并证明其等效性。分析不同约束变量对电压矢量决策的影响,并构建特定选择扇区设计简化的空间矢量调制策略。实验结果表明,所提控制控制策略能够在多重约束条件下改进性能,并且在保持控制效果不变的前提下,大幅度减少计算量。

Generalized synchronization between different chaotic maps via dead-beat control

This paper presents a new scheme to achieve generalized synchronization（GS） between different discrete-time chaotic（hyperchaotic） systems.The approach is based on a theorem,which assures that GS is achieved when a structural condition on the considered class of response systems is satisfied.The method presents some useful features：it enables exact GS to be achieved in finite time（i.e.,dead-beat synchronization）;it is rigorous,systematic,and straightforward in checking GS;it can be applied to a wide class of chaotic maps.Some examples of GS,including the Grassi-Miller map and a recently introduced minimal 2-D quadratic map,are illustrated.

A novel digital control strategy of three-phase shunt active power filter under non-ideal mains voltages

A novel control strategy for three-phase shunt active power filter (SAPF) was proposed to improve its performance under non-ideal mains voltages. The approach was inspired by our finding that the classic instantaneous reactive power theory based algorithm was unsatisfactory in terms of isolating positive sequence fundamental active components exactly under non-ideal mains voltages. So, a modified ip-iq reference current calculation method was presented. With usage of the new method, not only the positive sequence but also the fundamental active current components can be accurately isolated from load current. A deadbeat closed-loop control model is built in order to eliminate both delay error and tracking error between reference voltages and compensation voltages under unbalanced and distorted mains voltages. Computer simulation results show that the proposed strategy is effective with better tracking ability and lower total harmonic distortion (THD). The strategy is also applied to a 10 kV substation with a local electrolysis manganese plant injecting a large amount of harmonics into the power system, and is proved to be more practical and efficient.

Novel control scheme for 3-phase PWM current-source converters under unbalanced source voltage conditions

Under unbalanced source voltage supply, considerable output second harmonics and input low-order harmonics in 3-phase PWM current-source converters (PWM-CSC) are generated. This paper proposes a new deadbeat controller based on compensation for unbalanced source voltage and current. With the proposed scheme, the second harmonics of the output current are eliminated and low-order harmonics of the source current are reduced effectively. Simulation and experimental results con- firmed the feasibility of the proposed method.