lOMoARcPSD|38489999 TP03(MPPT) - This docs is about MPPT Electronic (Institute of Technology of Cambodia) Scan to open on Studocu Studocu is not sponsored or endorsed by any college or university Downloaded by UNSHALL (foxdepro99@gmail.com) lOMoARcPSD|38489999 INSTITUTE OF TECHNOLOGY OF CAMBODIA DEPARTMENT OF ELECTRICAL AND ENERGY ENGINEERING TP 03 : MPPT Charge Controller GROUP I4-GEE-B1 LECTUER BY : SUK Sievlong STUDENT: 1. RON NARAK ID: e202001091 2. RY VICKAKA e20200239 3. SEAB PANHA e20200468 4. SOKKHIM JOHNKY e20200770 ENGINEERING’S DEGREE DERPARTMENT OF ELECTRICAL AND ENERGY ENGINEERING INSTITUTE OF TECHNOLOGY OF CAMBODIA PHNOM PENH Academic Year: 2023-2024 Downloaded by UNSHALL (foxdepro99@gmail.com) lOMoARcPSD|38489999 TP3: MPPT Charge Controller 1. OBJECTIVE Understand about process of MPPT Understand the build the MPPT on MATLAB 2. Theory MPPT stands for Maximum Power Point Tracking, and it refers to a technology used in solar power systems to optimize the efficiency of energy harvesting from solar panels. The goal of an MPPT control system is to ensure that the solar panels operate at their maximum power point, where they can generate the most electrical power from the available sunlight. Solar panels have a specific voltage and current at which they can produce maximum power. However, the operating conditions, such as sunlight intensity and temperature, can vary throughout the day. The MPPT control system continuously adjusts the operating point of the solar panels to track the maximum power point, adapting to changing environmental conditions. Figure 1: The board of MPPT charge controller 3. Experiment procedure Modeling the MPPT charge controller in Matlab Simulink. Implementing the PV module 1 | Page Downloaded by UNSHALL (foxdepro99@gmail.com) lOMoARcPSD|38489999 Figure 2: The PV array Modeling MPPT charge controller equivalent circuit Figure 3: The block of MPPT MATLAB Functions Figure 4: MATLAB Function 2 | Page Downloaded by UNSHALL (foxdepro99@gmail.com) lOMoARcPSD|38489999 The code for input in MATLAB Function function Duty = fcn(I,V,V0,I0,D) %% Incremental Conductance if isempty(V0) V0=0; I0=0; D=0.4; end dV = V - V0; dI = I - I0; adjust = 0.85; % defining step is also crucial for tracking %============================================== % change step if near max point (just my thing) if V < 30 & V > 29.3 adjust = 0.085; end % ============================================= if dV == 0 if dI == 0 %Vmp = V; %Imp = I; m = D; elseif dI > 0 %Vmp = V - adjust; m = D - adjust; else %Vmp = V + adjust; m = D + adjust; end else if dI/dV == -I/V %Vmp = V; m = D; elseif dI/dV > -I/V %Vmp = V + adjust; else m = D + adjust; %Vmp = V - adjust; 3 | Page Downloaded by UNSHALL (foxdepro99@gmail.com) lOMoARcPSD|38489999 end m = D - adjust; end % Update Value %Vnew = Vmp; Duty = m; end 4. Result and Discussion Figure 5: The power of PV at T=25 and G=1000 Figure 6: Output power of MPPT at T=25 and G=1000 As shown in figure 5 and 6, at 𝑇=25°,𝐺=1000, By simulation in Matlab we get the power of PV is equal to 212.9W and the power from MPPT is equal 122.9V. 4 | Page Downloaded by UNSHALL (foxdepro99@gmail.com) lOMoARcPSD|38489999 Figure 7: The power of PV at T=25 and G=700 Figure 8: Output power of MPPT at T=25 and G=700 As shown in figure 7 and 8, at 𝑇=25°,𝐺=700, By simulation in Matlab we get the power of PV is equal to 150.8W and the power from MPPT is equal 108.2V. 5 | Page Downloaded by UNSHALL (foxdepro99@gmail.com) lOMoARcPSD|38489999 Figure 9: The power of PV at T=25 and G=500 Figure 10: Output power of MPPT at T=25 and G=500 As shown in figure 8 and 10, at 𝑇=25°,𝐺=500, By simulation in Matlab we get the power of PV is equal to 107.8W and the power from MPPT is equal 82.02V. 5. Conclusion Maximum Power Point Tracking (MPPT) is a crucial technology in solar power systems that optimizes the efficiency of energy extraction from solar panels. By dynamically adjusting the operating point of the solar panels to track the maximum power point under changing environmental conditions, MPPT controllers ensure that the system can generate the highest possible electrical power from the available sunlight. 6 | Page Downloaded by UNSHALL (foxdepro99@gmail.com)