The formula to calculate the conversion efficiency of a solar panel is:
\[ \eta = \frac{P_m}{A \times P_{in}} \]
where:
The conversion efficiency of a solar panel is the ratio of the electrical output of the solar cell to the incident energy in the form of sunlight. It is a measure of how effectively the solar panel converts sunlight into electricity.
Let's assume the following values:
Using the formula:
\[ \eta = \frac{2000}{150 \times 100 \times 100} \times 100 \approx 13.3\% \]
The Conversion Efficiency is approximately 13.3%.
Length (cm) | Width (cm) | Peak Power (W) | Area (cm²) | Conversion Efficiency |
---|---|---|---|---|
140 | 90 | 3000 | 12600 | 0.24 |
140 | 95 | 3000 | 13300 | 0.23 |
140 | 100 | 3000 | 14000 | 0.21 |
140 | 105 | 3000 | 14700 | 0.20 |
140 | 110 | 3000 | 15400 | 0.19 |
145 | 90 | 3000 | 13050 | 0.23 |
145 | 95 | 3000 | 13775 | 0.22 |
145 | 100 | 3000 | 14500 | 0.21 |
145 | 105 | 3000 | 15225 | 0.20 |
145 | 110 | 3000 | 15950 | 0.19 |
150 | 90 | 3000 | 13500 | 0.22 |
150 | 95 | 3000 | 14250 | 0.21 |
150 | 100 | 3000 | 15000 | 0.20 |
150 | 105 | 3000 | 15750 | 0.19 |
150 | 110 | 3000 | 16500 | 0.18 |
155 | 90 | 3000 | 13950 | 0.22 |
155 | 95 | 3000 | 14725 | 0.20 |
155 | 100 | 3000 | 15500 | 0.19 |
155 | 105 | 3000 | 16275 | 0.18 |
155 | 110 | 3000 | 17050 | 0.18 |
160 | 90 | 3000 | 14400 | 0.21 |
160 | 95 | 3000 | 15200 | 0.20 |
160 | 100 | 3000 | 16000 | 0.19 |
160 | 105 | 3000 | 16800 | 0.18 |
160 | 110 | 3000 | 17600 | 0.17 |