Battery Runtime Calculator
Last updated: September 3, 2026
Loads (defaults are typical values — change anything)
How this calculator works
Every load is converted to average 12-volt amps. DC loads contribute amps × duty % directly.
AC loads running through an inverter contribute watts ÷ (12 V × 0.88 inverter efficiency) × duty %.
The average draw I is the sum of all loads.
Usable capacity. Your bank's rated amp-hours are first reduced by the chemistry's usable depth of
discharge (50% for flooded/AGM, ~90% for LiFePO4). For lead-acid, a Peukert correction then scales capacity by
(C ÷ (I·20))k−1, where C is rated Ah, I is your average draw, and
k is 1.2 for flooded / 1.1 for AGM. Lithium gets no correction — its capacity barely changes with discharge rate.
Runtime = usable Ah ÷ average amps. The result is hours of your mixed load profile at room temperature. Cold weather cuts lead-acid capacity noticeably (plan on −20–30% near freezing); lithium loses less but charging below freezing is restricted. Battery age reduces every chemistry's capacity.
Worked example
A 100 Ah AGM battery (usable 50 Ah), furnace fan at 4 A with a 40% duty cycle, 12 V fridge at 4 A with a 40% duty, and LED lights at 2 A with 25% duty. Average draw = 1.6 + 1.6 + 0.5 = 3.7 A. Peukert factor at 3.7 A ≈ 1.07, so usable capacity ≈ 53.5 Ah → ≈ 14–15 hours. Switch to a 100 Ah lithium and the same loads run ≈ 24 hours. That chemistry gap — not magic — is why identical-sounding forum answers differ.
Assumptions & sources
- Depth-of-discharge rules (50% lead-acid, ~90% lithium with BMS cutoff): standard battery-industry planning guidance; see Battery University and your battery manufacturer's manual.
- Inverter efficiency 88%: typical small pure-sine inverters run 85–92%; check your unit's spec sheet.
- Default furnace fan draw: Atwood/Dometic Hydro Flame spec plates rate 1.8–2.9 A by model (Atwood 8535-IV service manual); measured running draws are commonly 3–4 A. Larger or older blowers can draw more — check your furnace's plate. See our furnace runtime guide for per-model numbers.
- Peukert exponents (flooded ≈ 1.2, AGM ≈ 1.1): typical published values; vary by battery.