Maximum Power Voltage (Vpm): 56.7 Volts
Maximum Power Current (Ipm): 3.62 Amps
Power = Voltage * Current => 56.7 V * 3.62 A = > ~ 205 watts at 25 degrees C, 1kW/m2, ....
Two modules series:
Power = Voltage * Current => ((56.7 V) * 2) * 3.62 A = > ~ 410 watts at 25 degrees C, 1kW/m2, ....
Two modules parallel:
Power = Voltage * Current => (56.7 V) * (2 * 3.62 A) = > ~ 410 watts at 25 degrees C, 1kW/m2, ....
Why series instead of parallel? Simple answer - because of power loss. On the DC side, Power Loss = I(mp) 2 * Resistance. The National Electrical Code Chapter 9, Table 8 provides resistance distance.
IF you notice, since, the power loss is a factor of current, if the current increases, the power loss increases. Therefore, simply 410 Watts not equal to 410 Watts. If the calculations were for voltage drop, you find the voltage drop would increase as a factor of current. As a result, the best practices, would be to increase the number of modules in the photovoltaics source circuit based on the V(oc) and NEC 690.7 with above the V(min) of the inverter and MPPT at a percentage to factor Light Induced Degradation (LID) over time, hot climates, other other factors.
Also the inverter on the AC side would be near the point of connection with regards to the voltage drop a ~1%. Although the voltage drop on the DC side may be 2-3%, would be for administrative purposes, and the method is to determine the power loss for the balance of systems (BOS), where BOS + Array = System.
From a financial perspective, integrators maximize panels. From a customer perspective, would suggest consider maximizing modules. Also the value of energy may be based on azimuth and the solar noon and may be based on time or usage.
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