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AN3095 bảng dữ liệu(PDF) 38 Page - STMicroelectronics |
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AN3095 bảng dữ liệu(HTML) 38 Page - STMicroelectronics |
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38 / 55 page ![]() STM32F103xx-based current control strategy for inverter grid connection AN3095 38/55 Doc ID 16555 Rev 3 6 STM32F103xx-based current control strategy for inverter grid connection A single-phase grid-connected inverter, with unipolar pulse-width modulation, operates from a DC voltage source and is characterized by four modes of operation or states. Two modes take place during the positive load current period and two modes in the negative load current period, as shown in Table 6. The switching patterns are defined by a control algorithm which generates the desired outputs starting from the information provided by the feedback signals. For example, algorithms for the grid connection are based on the use of current controllers, consisting of a single loop or multiple loops according to the desired level of dynamics and accuracy. Multiple-loop controllers are generally preferred, thanks both to their superior performance and the relative ease of implementation in modern microcontrollers. With single-voltage loop control methods, the inverter output voltage is compared with a sinusoidal reference, proportional to the grid voltage and the generated error is then sent to the input of a current regulator to create a sinusoidal reference for the PWM modulator. Despite its simple implementation, this approach does not provide good regulation under non-linear loads and is characterized by steady-state error. For these reasons, both output voltage and current are used in control algorithms to provide better dynamic response and damping of the resonant peak caused by the output LC or LCL filter. However, the time varying nature of the controlled variables prevents an optimal regulation of output voltage and current. To overcome such problems, a predictive current controller or deadbeat controller may be implemented. The first approach, based on the assumption that a precise model of the controlled system is available, predicts the inverter voltages required to force the measured current to follow the reference current, but has the disadvantage of being difficult to implement. The second method, while providing really fast dynamic response, is very sensitive to system noise and is dependent on system parameters, [see References 12, 13, 14 , 15, 16]. Recently, new methods such as the PR (proportional resonant) current control method have been adopted to control the PV inverters with zero steady-state error and the possibility of selective harmonic compensation with low computational effort. However, implementations in low cost fixed-point microcontrollers have been proven to be difficult due to limited computational capability and restricted numerical representation. Another possible current-control method uses DQ synchronous reference frames and provides both the advantage of zero steady-state error, thanks to the use of PI controllers, and simple implementation. Table 6. Operating modes of grid-connected voltage source inverter Mode Z1 Z2 Z3 Z4 D3 D4 Vout Iout 1 OnOff Off OnOff Off Vbus + 2 On Off Off Off On Off 0 + 3 Off On On Off Off Off -Vbus - 4 Off On Off Off Off On 0 - |
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