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Rollback because some changes were reducing quality (sorry). E.g. "3 Wp" is not by accident, means: Watt (peak) ... Some changes taken over.
SDwarfs
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The following isn't complete, but this is what I just remember

The typical voltage/current [5.5V, 540mA or ~3Wp] is for standard conditions, which are:

  • Light intensity: 1000 W/m² (!)
  • Temperature: 25°C
  • Angle of light beam: 90°
  • Light-Spectrum: AM 1.5

You can look these up here: http://en.wikipedia.org/wiki/Solar_panel (section 'Module Performance and Lifetime')

What do we need to take care for?

  • Assume worst condition for season (=1.18 kWh/m²/day, winter)
  • You worst case (winter) is 1.18 kWh/m²/day with ~10 hours sun
  • Average Energy: 0.118 kWh/m² = 118 Wh/m²; o: ~11.8% of 'typical' energy
  • 3 W * 11.8% = 0.354 W (avg); or 0.354 Wh each hour during daylight in winter (1day: 3.54 Wh)
  • Know that panels are aging: At ~80% of original efficiency it should still work.
  • At ~80% efficiency your panel will give you ~2.832 Wh per winter day
  • Note: at night it's dark, your battery should be able to hold enough energy that period
  • Also: These are averages. There may be some longer period of rainy or cloudy days..
  • You will not be able to store all energy into your battery, even with enough capacity.
  • Battery-Efficiency (charge/discharge): about 80-90% for LiIon
  • Storing 2.832 Wh into the battery gives you only 2.27 Wh back discharging
  • This still does not take the efficiency of the charging circuit into account!
  • The up-converter circuit that brings 3.7 V from battery up to 5V: ~90% efficiency.
  • 2.043 Wh per day left...
  • We have still not taken care for suboptimal angle of the light...

Ok, let’s assume we have 2 Wh per day (which is higher than to be expected). This is how you could check if this is enough:

  • Check your circuit’s energy consumption. Measure it..
  • Or: Take a fully charged battery of known capacity, check how long it lasts (e.g. 1 Wh capacity for 20 hours)
  • The test battery should have a lower or equal capacity
  • Now you can estimate how long your circuit will survive with 2 Wh
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