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PID调节下H桥式逆变器离散建模及分岔现象 被引量:2

Discrete Model and Bifurcation in H-bridge Inverter with PID Controller
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摘要 为研究PID调节下H桥式逆变器的非线性行为,选取逆变器输入电压为分岔参数,利用频闪映射法推导出PID调节下H桥式逆变器的离散数学模型。使用Matlab编程得到系统输出电流随输入电压变化的动态分岔图,通过数值仿真验证了离散数学模型的正确性。仿真结果表明:频闪映射法适用于建立H桥式逆变器的离散数学模型;PID调节下H桥式逆变器存在分岔行为。研究结果可为建立PID调节下H桥式逆变器的离散数学模型提供参考。 In order to study the nonlinear behaviour of H?bridge inverter with PID controller, inverter input voltage is selected as the bifurcation parameter, and discrete mathematical model of the H?bridge inverter with PID controller is derived with strobo?scopic mapping method. Dynamic bifurcation diagram of system output current that changes with the input voltage is obtained by Matlab programming, and the discrete model derived is verified through numerical simulation. The results of simulation show that stroboscopic mapping method is an effective way to create a discrete mathematical model of H?bridge inverter, and that bifurcation behaviour exists under H?bridge inverter with PID controller. The findings offer a reference of discrete mathematical model for H?bridge inverter with PID controller.
出处 《后勤工程学院学报》 2014年第6期78-82,共5页 Journal of Logistical Engineering University
关键词 H桥式逆变器 PID 分岔 混沌 频闪映射法 H-bridge inverter PID bifurcation chaos stroboscopic mapping method
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  • 1Tse C K,Di Bernardo M.Complex behavior in switching power converters[J].Proceedings of IEEE,2002,90(5):768-781.
  • 2Hamill D C,Jefferies D J.Subharmonics and chaos in a controlled switched-mode power converter[J].IEEE Transactions on Circuits and Systems,1988,35(8):1059-1061.
  • 3Baillieul J,Brockett R,Washburn R.Chaotic motion in nonlinear feedback systems[J].IEEE Transactions on Circuits and Systems,1980,27(11):990-997.
  • 4Robert B,Robert C.Border collision bifurcations in a one-dimensional piecewise smooth map for a PWM current-programmed H-bridge inverter[J].International Journal of Control,2002,75(16/17):1356-1367.
  • 5Robert B G M.On electronic saturation influence on chaos in a PWM inverter[C]//39th Annual Conference of the IEEE Industrial Electronics Society.Vienna,Austria:IEEE,2013:8379-8384.
  • 6Feki M,Robert B,Iu H H C.A proportional plus extended time-delayed feedback controller for a PWM inverter[C]//IEEE 35th Annual Power Electronics Specialists Conference.Aachen,Germany:IEEE,2004:3317-3320.
  • 7Iu H H C,Robert B.Control of chaos in a PWM current-mode H-bridge inverter using time-delayed feedback[J].IEEE Transactions on Circuits and Systems I:Fundamental Theory and Applications,2003,50(8):1125-1129.
  • 8Asahara H,Kousaka T.Bifurcation analysis in a PWM current-controlled H-bridge inverter[J].International Journal of Bifurcation and Chaos,2011,21(3):985-996.
  • 9Hsieh F H,Wang H K,Chang P L,et al.Nonlinear behaviors of single-phase full-bridge inverters via varying load resistance[C]//IEEE International Conference on Machine Learning and Cybernetics.Baoding,China:IEEE,2009:3349-3353.
  • 10王学梅,张波.单相SPWM逆变器的分岔及混沌现象分析[J].电工技术学报,2009,24(1):101-107. 被引量:39

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