CAJ | 학술논문

为了提高光伏太阳能转换率，拓展传统纹波控制技术的应用，该文提出了离散时间纹波控制算法，通过对纹波控制技术的离散化处理，将最大功率点跟踪控制问题转换为离散采样-控制问题。以太阳能板输出电压为状态量，在其处于极大值和极小值时对系统进行采样；随后采取离散时间纹波控制算法使系统快速追踪到系统的最大功率点。该文在Simulink系统中对离散时间纹波控制算法进行了仿真。仿真结果表明，在1000和200 W/cm2，25℃的条件下，算法均可以快速准确地追踪到太阳能系统的最大功率点，追踪精度高达96%；在外部环境由1000变为200 W/cm2时，系统能够在0.1 s内准确地追踪到新的最大功率点。
위료제고광복태양능전환솔，탁전전통문파공제기술적응용，해문제출료리산시간문파공제산법，통과대문파공제기술적리산화처리，장최대공솔점근종공제문제전환위리산채양-공제문제。이태양능판수출전압위상태량，재기처우겁대치화겁소치시대계통진행채양；수후채취리산시간문파공제산법사계통쾌속추종도계통적최대공솔점。해문재Simulink계통중대리산시간문파공제산법진행료방진。방진결과표명，재1000화200 W/cm2，25℃적조건하，산법균가이쾌속준학지추종도태양능계통적최대공솔점，추종정도고체96%；재외부배경유1000변위200 W/cm2시，계통능구재0.1 s내준학지추종도신적최대공솔점。
Solar photovoltaic technology has been widely used in modern agriculture. Due to the volatility of solar power, it is hard to maximize the use of solar energy. In order to seek a way to improve the conversion rate of photovoltaic solar panels, this paper developed a new algorithm to utilize solar energy more efficiently. Since tracking solar maximum power point is a valid method to maintain the solar panel power output at a high level, at this paper, we choose ripple correlation control (RCC) to keep tracking the maximum power point of a solar photovoltaic (PV) system. Ripple correlation control is a real-time optimal method particularly suitable for power convertor control. The objective of RCC in solar PV system is to maximize the energy quantity. This paper extended the traditional analog RCC technique to the digital domain. With discretization and simplifications of math model, the RCC method can be transformed to a sampling problem. The control method shows that when the solar PV system reaches the maximum power point, power outputs at both maximum and minimum state should be nearly the same. Moreover, since voltage output of a system is easy to observe and directly related to power output, it is ideally appropriate for sampling and analysis. Setting the output voltage as status variable, the discrete-time RCC (DRCC) algorithm can track the optimal operating point quickly via sampling at maximum and minimum voltage moments. A DRCC Simulink model of the maximum power point tracking (MPPT) system was built in the paper. The model consists of three parts:solar PV panel module, DC-DC convertor and control module. In the control module, ripple sampler is built with trigger subsystem to get output information (voltage and current). Controller is implemented with S-function. After S-function adopts the voltage and current information, it will calculate the power difference and output duty ratio signal. The output of the controller is transformed to PWM wave to adjust the system power output. Voltage of solar PV panel is controlled by duty ratio via DC-DC convertor. When the system works at non-maximal power point, difference of power outputs at two sample points can refresh the duty ratio to make the voltage change, and finally take effects on the power output. The proposed algorithm was realized and testified in Simulink system. In the simulation, voltage of solar PV system at maximum power point was set to 17V and maximum power output is set to 25.7W. In an environment of 1000 W/cm 2 and 25℃, output of the whole system finally reached a stable state of 17V and 24.8W. Power tracking accuracy was up to 96%. Under the same condition, we used mountain climbing tracking technique to run the simulation. The system power output came to 23.9W in the end, which achieved an accuracy of 93%. Another simulation was conducted by changing the environment parameter to 200 W/cm2, 25℃. The control model can also track the maximum power point. In the dynamic light intensity test which light intensity varied from 1000W/cm2 to 200W/cm2 at 0.2s during simulation, the system was able to track new maximum power point within 0.1s. The results indicated that the algorithm is capable for fast MPPT under the conditions of 1000W/cm2 and 200W/cm2 , 25℃.