I have attached my calculations.
Based on your Imp (13.27A), your calculated voltage drop of 49V over 1500' one-way of #10 copper implies a DC resistance of 1.23 ohms/kft. NEC Chapter 9 Table 8 gives a DC resistance at 75C of 1.26 ohms/kft for solid and 1.29 ohms/kft for stranded. [Stranded is higher as the outer strands of a foot of stranded wire are in fact longer than a foot because they spiral around the inner strand.]
So presumably you've used a different source for the DC resistance, which must be based on a lower temperature than 75C? Determining the actual operating temperature is beyond what I'm familiar with, and the difference is small enough not to really matter.
Anyway, that is the worst case scenario for when the array is fully illuminated and producing maximum power at STC, presumably. So if you want to evaluate the economic cost of the voltage drop, you really need a model for the actual current, and how that changes over the course of the day and year.
PVWatts will give you an hour by hour spreadsheet of various values based on the parameters specified. In particular, calling the last two columns exported X and Y, they are X = DC Array Watts and Y = AC System Output Watts. So you can get at least an approximate answer by running it with the proper parameters for your array and then doing a few simple operations on the spreadsheet. Namely, if you assume the string voltage at the array is always Vmp, then:
I = X / Vmp
Vdrop = I * R
Vinverter = Vmp - Vdrop
Pac = Y * Vinverter / Vmp
Do this for each row of the spreadsheet, add up the Pac values for each hour of the year, and compare that to the sum of Y over the year to get an approximation of the production loss due to voltage drop.
I think this will be a slight underestimate of the production loss, as when the DC Array Watts is below peak, the actual string voltage will be somewhat lower than Vmp. I'm not so familiar with PVWatt's methodology; it may have a model for string voltage, and if it is simple enough and explained in the documentation, you could use that model to more accurately backcalculate string current from the values the model exposes in the spreadsheet.
Cheers, Wayne