Thanks for the links. As the 'panel generation factor' is
used to determine the number of solar panels to be used at
a given site, the following is an alternative scheme that
some of us have put together to determine the number of
panels at the same site.
Let us suppose that the electrical parameters for a given
panel are:
Wp=75 Watts
Isc=4.8 A
Voc=21.4 Volt
Im=4.4 A
Vm=16.8 Volt
Active solar panel area AA = 0.605 sq. meter
Define FF = (Vm*Im)/(Voc*Isc) = 0.718
Then, at STP
Efficiency= (Voc*Isc*FF)/(It*AA)*100% = 12.36% (at STP It=1000 Watts per sq. m)
Now let us suppose that the average insolation at the site
is: 500 Watts per sq. m
Actual efficiency at 500 Watts per sq. meter = 12.36*0.5/100.0 = 0.0618 = 6.2 %
Power produced by the single panel=0.062*500*AA(0.605) = 18.75 Watt per hr
So for a 8 hour period(brightest possible sunlight), the total
power generated by the panel = 8*18.75 = 150 Watts per day
So if the total power requirement is ww Watts, the total
number of panels is ww/150
How does the reasoning look like ? Are there any glaring
mistakes ? Please provide your comments
Yeah, if Watt-peak is 75W at 1000 W/m^2, then it will be 37.5 Watt-peak at 500 W/m^2. According to you it is 18.75.