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Lead-Acid Battery Runtime Calculator

Calculate flooded, AGM or gel runtime with the rate correction the makers print.

1–5000 Ah

Nominal bank voltage. Two 6V golf-cart batteries in series make a 12V bank.

Each type carries its own rate correction, interpolated between the rows of that maker's printed discharge table.

1–20000 W

10–80 %

50–100 %

Enter values and click Calculate

Source: Runtime = DoD x f / (I / C20), with f interpolated in log-log space between the rows of the constant-current discharge tables Trojan (flooded) and Victron (AGM and gel) print for their own batteries

8 min read
Lead-acid is still the cheapest way to buy a kilowatt-hour of storage, and still the chemistry most likely to fall short of its label. A 100Ah battery does not hand over 100Ah at every current: the harder you pull, the less you get back. The lead-acid battery runtime calculator below applies that loss instead of ignoring it, using a rate correction read off the discharge tables Trojan and Victron publish for their own batteries. Pick flooded, AGM or gel, enter your load, and the runtime you see already carries the derate. If you are sizing a bank for solar storage, the solar battery bank calculator works to the lower depth limits lead-acid needs.
Lead-acid resting voltage: 12.7V full, 11.35V at 0 percent charge (U.S. Battery), 50 percent safe depth of discharge.

The Peukert Effect in Lead-Acid Batteries

Amp-hour ratings are measured at the 20-hour rate. Trojan's own data sheet for the T-105 puts the whole ladder on one line: the same battery is rated 250Ah at the 100-hour rate, 225Ah at the 20-hour rate, 207Ah at the 10-hour rate and 185Ah at the 5-hour rate. One battery, four numbers. Pull harder and you get less, because at high current lead sulfate forms faster than it dissolves back into the electrolyte and blocks the plate surface before the plate is spent.

The calculator above does not assume the rated amp-hours arrive at any current. It works out the current your load actually draws, then reads the time off the printed discharge rows: time to full discharge = f / (I / C20), where I is the current, C20 is the 20-hour rating, and f is the share of that rating the maker prints at that current, interpolated on a straight line in log-log space between the two nearest printed rows for the type you picked. Your depth of discharge then takes its share of that time. The rows come from the discharge tables Trojan and Victron print for their own batteries (Trojan for flooded, Victron for AGM and gel), and the curve returns every printed row exactly. Lifeline's printed table for its GPL-31T sits 3 to 8 percent below Victron's between the 8 A and 25 A rates; for AGM and gel this calculator uses Victron's table across its full range.

Two checks against the sheets themselves. Trojan prints 447 minutes at 25A for the 225Ah T-105; the tool computes 7 hours 27 minutes to full discharge, the printed figure, because the curve runs through that row. Victron prints 65% of the rating over 1 hour for its AGM Deep Cycle batteries, a 65A draw on a 100Ah battery; the tool computes 1 hour, again the printed figure. The flat-capacity arithmetic this page used to show gave 9 hours and 1 hour 32 minutes for those same two batteries, and that gap is where the missing hours came from.

What the correction does not cover is temperature or age. Trojan and Victron both print capacity-versus-temperature curves and neither is in the engine, so a cold bank does worse than the figure above. Push the load past the fastest discharge the makers printed and the result panel says so: past that point the tool extends the slope of the last two printed rows rather than reading a curve somebody measured, so the real runtime may be shorter than the figure shown.

Lead-acid resting voltage by state of charge (U.S. Battery), from 12.62V at 90 percent to 11.35V at 0 percent.
Unlike LiFePO4, lead-acid resting voltage falls steadily as it discharges: U.S. Battery prints 12.10V at 50% charge, the 50% DoD cutoff.

Flooded Lead-Acid vs Sealed Lead-Acid

Flooded and sealed are the same lead-acid chemistry in different packaging, and the packaging is what you live with day to day. Every figure below is one the maker prints for its own product, with the maker named in the cell.

FeatureFlooded (FLA)Sealed (SLA/VRLA)
MaintenanceTrojan says to check the water level once a month until you learn your own intervalMaintenance-free
GassingReleases hydrogen when charging, so it needs ventilationMinimal gassing (recombination)
MountingMust sit upright, because the acid can spillAny orientation (no free liquid)
Cost per AhLowest ($0.40-0.80/Ah)Higher ($1.50-3.00/Ah for AGM)
Cycle life the maker printsTrojan prints none on the T-105 sheet; it recommends 20-50% depth of dischargeVictron AGM: 1,500 cycles at 30% discharge, 600 at 50%, 400 at 80%. Victron gel: 1,800, 750 and 500 at the same three depths
Self-discharge5-15% per month (Trojan, T-105 sheet)About 2% per month (Lifeline GPL-31T)
Charge acceptanceModerateGood (AGM takes a higher charge rate)

Flooded wins on cost per amp-hour and is the value play for an off-grid cabin where you can reach the caps once a month. Prices and rates on this page are our own estimates as of the date shown; they change often. Enter your own figures for a current result. Sealed AGM and gel cost more and give up nothing to spillage or hydrogen, which is why they win in an RV, a boat, or a cupboard. Look at where the printed cycle rows land, though: Victron rates its gel line 750 cycles at 50% discharge against 500 at 80%, so the depth you choose moves the replacement date more than the badge on the case does.

Worked Examples

Running a 500W Load From a 200Ah Flooded Bank

Context

A 200Ah 12V flooded bank runs a 500W inverter load. Flooded is held to 50% depth of discharge to protect cycle life, and the inverter and wiring together return about 85% of what leaves the plates.

Calculation

Current drawn from the plates: 500 W / 0.85 / 12 V = 49.0 A

Rate against the 20-hour rating: 49.0 / 200 = 0.245

That rate sits between two rows Trojan prints for its T-105: the 5-hour rate (0.164, 82.2% of the rating) and 115 minutes at 75A (0.333, 63.9%). Interpolated between them, the bank delivers 71.3% of its rating at 0.245

Time to full discharge: 0.713 / 0.245 = 2.91 hours

At 50% depth of discharge: 2.91 x 0.50 = 1.45 hours

Interpretation

The tool prints 1 hour 27 minutes. The flat-capacity arithmetic this page used to show gave 2 hours 2 minutes for the same bank, and the missing 35 minutes is the rate loss: at 49A the battery is working at nearly five times its 20-hour current, and it returns less than its rating for it.

Takeaway

A 500W draw on a single 200Ah bank is heavy duty for lead-acid. Either double the bank or cut the load. For how the depth you pick shapes cycle life, see our depth of discharge guide.

Checking the Tool Against Trojan's T-105 Sheet

Context

A Trojan T-105 is a 6V 225Ah flooded golf-cart battery. Trojan's data sheet prints how long it holds a constant 25A: 447 minutes, to 1.75 volts per cell. A 150W DC load at 6V draws exactly that 25A, and a DC load has no inverter in the way, so efficiency is 100%.

Calculation

Current: 150 W / 1.00 / 6 V = 25.0 A

Rate: 25.0 / 225 = 0.111

That is Trojan's own printed row: 447 minutes at 25A, 25 x 447 / 60 = 186.25Ah, or 82.8% of the 225Ah rating

Time to full discharge: 0.828 / 0.111 = 7.45 hours, or 7 hours 27 minutes, exactly what Trojan prints

At the 50% depth the tool defaults to: 7.45 x 0.50 = 3.73 hours

Interpretation

The tool lands exactly on Trojan's own printed figure, because the curve runs through the rows Trojan prints rather than through a line fitted near them. The 3 hours 44 minutes on screen is the half of that discharge you should actually plan to use.

Takeaway

Reach for the printed sheet for your own battery when you have it, and use the tool when you do not. To size the panels that put this bank back, use our solar panel and battery sizing calculator.

Frequently Asked Questions

Glossary

Peukert Effect

The capacity a lead-acid battery gives up falls as the discharge current rises. Trojan rates one T-105 four different ways on the same sheet: 250Ah at the 100-hour rate, 225Ah at the 20-hour rate, 207Ah at the 10-hour rate and 185Ah at the 5-hour rate. The calculator interpolates between printed points like those rather than assuming the rating arrives at any current.

Flooded Lead-Acid

A battery with liquid sulfuric acid electrolyte that must be periodically topped up with distilled water. Cheapest per Ah but requires maintenance, proper ventilation (hydrogen gas release), and upright mounting.

20-Hour Rate

The discharge rate a battery's Ah rating is measured at. A 200Ah battery at the 20-hour rate delivers 10A for 20 hours, down to its end-of-discharge voltage. Trojan and Lifeline both state the same criterion for that endpoint: 1.75 volts per cell. Draw more than the 20-hour current and the amp-hours you actually get fall below the rating.

Planning solar charging for your lead-acid bank? The solar charge time calculator accounts for the slow absorption phase that lead-acid requires.

Lead-acid stays the cheapest bank to buy and the heaviest to live with, and half the nameplate is all you should plan to spend. The defaults above (flooded, 50% depth, 85% efficiency) are the honest starting point, and the runtime they return already has the rate loss taken out of it, so it is not the optimistic nameplate figure this page used to print. If it falls short, the answer is a bigger bank, a smaller load, or a different chemistry. For the head-to-head with lithium, read our LiFePO4 vs lead-acid runtime comparison. The deep cycle runtime calculator covers flooded, gel and golf-cart banks.

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Last updated:

Written and maintained by Dan Dadovic, Commercial Director at Ezoic Inc. & PhD Candidate in Information Sciences. On the energy side, Dan has hands-on experience with residential solar panel installation, DIY battery bank construction, off-grid power systems, wind power, and EV ownership/driving, all from building, maintaining, and operating his own systems.

Disclaimer: Calculator results are estimates based on theoretical formulas. Actual performance varies with temperature, battery age, load patterns, and equipment condition. For critical electrical work, consult a licensed electrician.

Methodology reviewed by Doc. dr. sc. Damir Topić, Assistant Professor, FERIT Osijek.