Wait, so it should be VOC * Imp?
Voltage (VOC)* 37.12
Current (Imp)* 13.08
Quantity* 4 = 148 VOC?
BTW, I found the data sheet for the 410W panels I was considering:
View attachment 110766
That help any?
And could someone point me to a calculator I could use to figure the temp part out?
And which temp/temps are used again for the calculations? ?
Good. The specs include the "Temperature Coefficient of Voc" as -0.29%/°C That is the number that plugs into the equation I posted earlier.
You asked if it is Voc * Imp. Not sure what you are asking, but it is the Voc that will burn up your MPPT.
Here's how it works. On a cold morning just as the sun is starting to touch your panels, there is no current being produced, so what is there is the Voc (open circuit voltage). The Voc is higher as the temperature goes down. So on an especially cold morning the Voc of each panel will be higher than the spec Voc, which is at STC (Standard Test Conditions) of 25°C. Midnite Solar coined the term "Hyper Voc" for this extreme Voc at cold temperatures.
So let's say that the coldest you would ever expect the temperatures where you mount your panels will be at 32°F, which is 0°C. The equation I posted earlier was:
Vmax = Voc + (Tmin - Tstc) * (TCVoc * Voc)
So now we have all the variables for your case:
Voc = 37.12V
Tmin = 0°
Tstc =25°
TCVoc = -0.29%/°C
So the Vmax, which is the open circuit voltage for that panel at 0°C, is
37.12 + (0 - 25) * (0.0029 * 37.12) = 37.12 + (-25 * 0.107) = 37.12 + 2.6912 = 39.811V
That is for
one panel. Now if you put four panels in series, the total max Voc is 4 * 39.811 = 159.2V
Since your MPPT says it can handle a maximum of 150V, there is a very high likelihood that on one cold morning your MPPT would be fried by those four panels.
Hopefully that all makes sense. Hyper Voc is one of the things that really needs consideration in most parts of the country.