N = ceil(Ptarget / Pmodule)
Rounding up meets target capacity; roof area, inverter and string voltage need separate checks.
Rounding up meets target capacity; roof area, inverter and string voltage need separate checks.
Select a target and calculate.
Rounding up meets target capacity; roof area, inverter and string voltage need separate checks.
8 kW / 400 W = 20 modules.
Identical modules, no mismatch; STC nameplate power is not annual yield.
This calculator finds the required, rounded-up module count from a target system capacity and a single module's rated power. It explains why the power rating printed on a module is measured under Standard Test Conditions (STC) — conditions that almost never occur exactly in real operation.
The required module count follows from target capacity divided by a single module's rated power, rounded up to the next whole number: N = ⌈Ptarget/Pmodule⌉. Rounding up is necessary since only whole modules can be installed, and a slightly higher installed capacity is uncritical.
The power rating printed on each module (e.g. 400 W) is measured under standardized Standard Test Conditions (STC): 1,000 W/m² irradiance, 25°C cell temperature, and a solar spectrum matching air mass 1.5. Real modules outdoors often reach cell temperatures of 50-65°C, at which actual output sits noticeably below the STC rating — a 400 W module often delivers only about 350 W at 50°C. The printed wattage is therefore a comparison figure for purchasing modules, not a promise of real-time output.
N = ceil(Ptarget / Pmodule)
N = ⌈Ptarget / Pmodule⌉Ptarget ≈ N · Pmodule| Symbol / input | Meaning |
|---|---|
| Module count N | The number of modules, rounded up to a whole number, needed for the target capacity. As a result it follows from Ptarget/Pmodule. Roof area, inverter input voltage and string sizing are not accounted for here and must be checked separately. |
| Target generator power Ptarget | The desired installed generator (DC) capacity of the PV system. Source: your own target, e.g. derived from annual electricity use, or an installer's proposal. |
| Module power Pmodule | The nameplate rating of a single module under Standard Test Conditions (STC: 1000 W/m² irradiance, 25 °C cell temperature). Source: the module's nameplate or datasheet, typically 350–450 W. |
Enter the system's target capacity and a single module's rated power. Use the STC rating from the datasheet for Pmodule, not an estimated real-world output.
Enter target capacity and module power with units; the calculator automatically rounds up to the next whole module count. Separately check afterward whether available roof area fits this module count, and whether string voltage and inverter capacity match the chosen module count.
Given Ptarget = 8 kW and Pmodule = 400 W, substitution gives N = 8,000/400 = 20 modules.
20 modules at 400 W each give an installed STC rating of exactly 8 kW. Actual annual yield additionally depends on site, orientation, tilt, shading and system losses, and cannot be read directly off module count alone.
Power is given in watts (W) or kilowatts (kW); module count N is a dimensionless integer.
The calculation is used for rough photovoltaic system planning, comparing quotes across different module power ratings, and coordinating module count, string voltage and inverter capacity.
The formula gives only module count for a desired STC rating. It accounts for neither roof area nor shading, orientation, inverter string-voltage limits, nor actually expected annual yield.
Common mistake: Do not round module count down when target capacity doesn't divide evenly by module power — rounding down undershoots the desired system capacity. Also, don't confuse STC rated power with actual average field yield, which typically sits below it due to temperature, soiling and ageing.
Because only whole modules can be installed, and a slightly higher installed capacity than the target is uncritical — rounding down would instead undersize the system.
It's the power measured under standardized lab conditions (1,000 W/m², 25°C cell temperature, AM1.5 spectrum), used to compare different modules, not to predict instantaneous real-world output.
No. Available roof area, shading, orientation, and inverter string-voltage and power limits must additionally be checked.