Answer Happy

2. What is the maximum power delivered by this photovoltaic during the video? BIU EEEE fx Power input= 900.7 W/m^2 Power out= 889.6 W/m^2 Percentage efficiency=power out / power input *100 = 889.6/900.7*100 = 98.76% G Score: 0/4 3. Next, let's determine the amount of light power shining on the panel. Start by measuring the height and width of the panel, and use those to determine the area. BIU EEEE @ fx Area A-11°W = 21.5 17.5 = 376.25m 2
4. Using the approximate average reading of the light intensity, calculate the light power shining on the panel. Use the equation: I=1 where: W 1 : light intensity, also called irradiance in P: power in W A: area over which the light is shining BIU EEEE Light Intensity, I-P/A = 3.723/376.25 w/m^2 -0.00989 w/m 2 Score: 0/5
5. Determine the efficiency of this photovoltaic panel in these conditions. Hint: percent efficiency power out power in x 100 BIU EEEE x Power is not given Pout - Pmax (which we have found)
1. Use this graph to determine the maximum power available from the photovoltaic panel. Start by collecting roughly 15 data points, then plot them to get a quick idea of how the data looks. Then add more data where you see fit to best determine what the maximum power is. Current www Voltage H power -V R-V/1 units units units variable units variable 0.26 4 1.04 15.384615384615383 0.259 1.295 19.305019305019304 0.258 1.548 23.25581395348837 0.257 1.799 27.237354085603112 0.257 2.056 31.1284046692607 0.256 2.3040000000000003 35.15625 0.255 2.55 39.21568627450981 0.253 2.783 43.47826066956522 0.251 3.012 47.808764940239044 0.25 3.25 52 0.25 3.5 56 0.247 3.705 60.72674493927126 0232 3.712 68.9655172413793 0219 3.723 77.62557077625571 0.17 3.06 105.86235294117646 0.12 2.26 158.33333333333334 ww 3 N 1 。 4 1 A E S S 1 9 NE E 10 11 12 13 14 15 16 E - E 1 T 1 1 1 1 variable 5 6 7 8 9 10 11 12 13 14 15 16 17 10 19 variable