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Mathematically it can be represented by the equation: From this model we can obtain the value of reverse verse saturation current Irs.
Math- ematically diode current can be represented by the follow. Thermal Voltage ing equation: Mathematically thermal voltage Vtcan be repre- sented by following equation: Using this of parallel connected strings of modules. As photo current Iph depends upon the solar ir.
Load current also depends upon Np. Research Paper Volume: It is also linearly proportional to the re- Irs.
This leakage is a result of carrier re. Us- ing this Simulink model we can obtain output of thermal 4 voltage.
The shunt current is mathematically represented by the 2. From equation 4. The output current is sensed by the current sensor. Figure 4. All these results can be ob. As shown in fig. Table 1 Specifications for one module Fig. Fig- arranging these modules in series and parallel combination ure 4.
Output voltage is obtained across variable resistor. IV characteristic and PV characteristic are also required. By Figure 4. The final model takes the irradiation.
Final Simulink model of the designed PV system is as shown into fig. As we know that to obtain required voltage and current we have to connect number of solar cells in series and par. From the simulation of the designed PV system. Optimum Operating Voltage Vmp All the specifications used for the various parameters used in the design of the PV system are listed in table 1.
Array consists of 12 modules in series string and 3 strings in parallel.
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