FigureDesk

Battery Runtime Calculator

Estimate how long a battery will run a given load, from capacity, voltage, depth of discharge, and inverter efficiency you provide.

Your numbers

Ah
V
W
%

From your inverter's datasheet — there is no default.

%

From your battery's datasheet — there is no default.

Result

Estimated runtime

5 h 24 min

Usable energy
600 Wh
Battery-side power draw
111.11 W
Discharge current
9.26 A
C-rate
0.093C
This is an estimate, not a manufacturer-rated runtime. Actual runtime can differ because of temperature, battery age, discharge characteristics, inverter behavior, wiring losses, and the specific battery's manufacturer specifications.

How it works

A battery's total energy is capacity times voltage. You can't use all of it — depth of discharge (DoD) limits how far you can safely drain the battery. For an AC load, the power actually drawn from the battery is higher than the load itself, because the inverter loses some power converting DC to AC. Runtime is simply usable energy divided by the power actually being drawn from the battery.

battery-side power (AC load) = load W / (inverter efficiency / 100)
battery-side power (DC load) = load W
usable Wh = (capacity Ah × voltage) × (DoD / 100)
runtime h = usable Wh / battery-side power

Worked example

A 100 Ah, 12 V battery running a 100 W AC load through an inverter rated at 90% efficiency, with 50% usable depth of discharge:

  • Battery-side power draw: 111.1 W (higher than the 100 W load, due to inverter loss)
  • Usable energy: 600 Wh
  • Estimated runtime: 5.4 hours

Assumptions and limitations

  • A simple "capacity × voltage ÷ load" calculation overestimates runtime, because it silently assumes you can discharge the battery to 0% and, for an AC load, ignores the power the inverter itself consumes converting DC to AC. This calculator requires depth of discharge and (for AC loads) inverter efficiency as explicit inputs specifically so the result isn't inflated by skipping them.
  • Depth of discharge and inverter efficiency are values you enter, not looked-up defaults — FigureDesk does not guess these from a battery chemistry, since a wrong guess is worse than asking. Check your battery and inverter datasheets.
  • This does not use Peukert's correction — it assumes a constant discharge rate at the power you enter, not the battery's reduced effective capacity at high discharge currents.
  • This is an estimate, not a manufacturer-rated runtime. Actual runtime differs with temperature, battery age, discharge characteristics, inverter behavior, and wiring losses.
  • No chemistry selector — the math is the same regardless of battery chemistry once you know its actual DoD and voltage; only the numbers you enter change.

FAQ

Why does my actual runtime seem shorter than a simple capacity ÷ load calculation?

The simplest possible version of this math — battery capacity times voltage, divided by your load — quietly assumes two things that usually aren't true: that you can discharge the battery all the way to 0%, and, for an AC load, that the inverter converts every watt from the battery with no loss. Neither holds in practice: depth of discharge limits how much of the battery you can safely use, and a real inverter consumes some of the battery's power just doing the DC-to-AC conversion. This calculator asks for both DoD and inverter efficiency directly so its answer reflects that reality instead of the optimistic best case. It still doesn't model temperature, battery age, or the reduced effective capacity batteries show at high discharge currents (Peukert's effect) — all of which can push real-world runtime lower still, especially under heavy load.

Why isn't there a battery chemistry selector?

Depth of discharge varies by chemistry, but FigureDesk doesn't have a sourced, citable default for each one yet — rather than guess, this calculator asks for your battery's actual usable DoD directly, which you can find on its datasheet. The runtime math itself is identical for every chemistry once you know DoD and voltage.

What DoD should I use?

Check your battery's datasheet or manufacturer specification. Different chemistries and even different products within the same chemistry vary — there is no single correct number to assume.

Why is the battery-side power higher than my AC load?

Inverters aren't perfectly efficient — some power is lost converting DC to AC, usually as heat. A 90%-efficient inverter needs about 11% more power from the battery than the AC load actually draws, and a less efficient inverter needs proportionally more still. This is exactly the gap a runtime estimate that ignores inverter efficiency would miss, and why it matters for AC loads specifically — a DC load skips this loss entirely.

FigureDesk results are advisory and do not replace a licensed electrician, a qualified engineer, or the applicable local electrical code. Verify any electrical work against your local code and with a qualified professional before relying on it.