Off-Grid System Calculator
Enter your daily energy consumption and get the battery bank, solar array and inverter sizes needed — with every sizing factor (DoD, autonomy, derate) explicit.
Last updated: 2026-09-15
How the calculation works
- Daily consumption is first inflated by inverter losses — the battery must supply more than the loads actually use.
- The battery bank covers the inflated load for your autonomy days, divided by DoD so the bank never crosses its discharge limit.
- The array must replace a full day's consumption within the worst-month sun hours, again after derate.
- If a peak load is entered, the inverter is sized 25% above it for surge margin.
Formula
Battery Wh = (daily Wh ÷ η_inv) × autonomy days ÷ DoD Battery Ah = Battery Wh ÷ system V Array Wp = (daily Wh ÷ η_inv) ÷ (PSH × derate)
| Symbol | Meaning | Unit |
|---|---|---|
Wh | Energy | Wh |
DoD | Depth of discharge | — |
PSH | Peak sun hours | h/day |
Worked example
Interpreting the result
Every input is a design trade-off: more autonomy days mean a bigger bank for cloudy spells; higher DoD (lithium) shrinks the bank; using the worst-month PSH instead of the annual average makes the system work year-round but costs more in panels. Undersizing any factor shows up as dead batteries in winter.
Assumptions
- Daily energy use is constant across the year.
- Array fully recharges the bank each sunny day; generator/backup not included.
Limitations
- Charge-rate limit not checked: panel W ÷ system V must stay within the battery's max charge C-rate.
- Temperature effects on battery capacity (lead-acid loses ~1%/°C below 20 °C) are not modeled.
- Seasonal load variation (pumps, heating) requires sizing per season.
Frequently asked questions
12V, 24V or 48V system?
Above about 1,000 Ah or 1,500 W of continuous load, go 24 V; above 3 kW, 48 V. Higher voltage halves the current, halving cable cost and losses.
How many days of autonomy do I need?
2–3 days suits most climates. Sunny regions can use 1–2 with a generator backup; critical loads in cloudy climates justify 4–5.