Battery Parallel Capacity Calculator – Ah, Wh, Runtime

Battery Parallel Capacity Calculator

Wire identical cells or packs in parallel to stack capacity and current. Enter the number in parallel and one cell's specs to get total amp-hours, energy in watt-hours, the combined maximum continuous current, and runtime at your load. Nominal voltage stays the same as a single cell because parallel adds capacity, not voltage.

🎯Real Parallel Pack Presets

🔋Parallel Pack Inputs

How many identical units are joined positive-to-positive.

Rated capacity printed on one single cell or pack.

18650 cells are usually mAh; large banks use Ah.

Unchanged in parallel; the pack keeps this voltage.

The safe discharge rating for one cell alone.

Average current the device or inverter draws.

Fraction of capacity you actually use for runtime.

Controls rounding on every result card.

Total Capacity 0 Ah P x per-cell amp-hours
Total Energy 0 Wh total Ah x nominal voltage
Combined Max Current 0 A P x per-cell max current
Runtime at Load 0 h usable Ah / load current

🔢Parallel Formula Snapshot

AhP x cell Ah
Vunchanged
WhAh x volts
hAh / load A

📊Capacity Stacking 3.4Ah 18650 Cell

ConfigCellsTotal CapacityEnergy at 3.7V
1P13.4 Ah12.6 Wh
2P26.8 Ah25.2 Wh
3P310.2 Ah37.7 Wh
4P413.6 Ah50.3 Wh
6P620.4 Ah75.5 Wh
8P827.2 Ah100.6 Wh
10P1034.0 Ah125.8 Wh
12P1240.8 Ah151.0 Wh

🔋Combined Max Current by Parallel Count

ConfigPer Cell ACombined ATypical Use
2P10 A20 APower tool pack
3P10 A30 AE-scooter
4P10 A40 AE-bike pack
6P15 A90 AHigh-drain sled
8P15 A120 APowerwall string
2P100 A200 A12V inverter bank
4P100 A400 ALarge off-grid

🔌Common 12V LiFePO4 Bank Builds

BuildNominal VTotal AhEnergyAt 30A Draw
2x 100Ah12.8 V200 Ah2560 Wh6.7 h
3x 100Ah12.8 V300 Ah3840 Wh10.0 h
4x 100Ah12.8 V400 Ah5120 Wh13.3 h
4x 50Ah12.8 V200 Ah2560 Wh6.7 h
2x 200Ah12.8 V400 Ah5120 Wh13.3 h
6x 100Ah12.8 V600 Ah7680 Wh20.0 h

🗃Parallel Configuration Comparison Grid

Parallel PCell 3.4AhCell 5AhCell 50AhCell 100AhVoltage
2P6.8 Ah10 Ah100 Ah200 AhSame
3P10.2 Ah15 Ah150 Ah300 AhSame
4P13.6 Ah20 Ah200 Ah400 AhSame
5P17.0 Ah25 Ah250 Ah500 AhSame
6P20.4 Ah30 Ah300 Ah600 AhSame
8P27.2 Ah40 Ah400 Ah800 AhSame
10P34.0 Ah50 Ah500 Ah1000 AhSame

Formula Breakdown

Total Ah = P × cell AhParallel branches share the same voltage, so their capacities add. Four 3.4 Ah cells give 4 × 3.4 = 13.6 Ah.
Voltage = one cellConnecting positives together and negatives together keeps voltage fixed. A 3.7 V cell in any P stays 3.7 V nominal.
Energy Wh = Ah × VMultiply total capacity by nominal voltage. 13.6 Ah at 3.7 V stores 13.6 × 3.7 = 50.3 Wh.
Max A = P × cell AEach branch carries its own share of the load, so current limits add. Four 10 A cells allow 40 A combined.
Runtime h = usable Ah / loadDivide the usable amp-hours by the load current. 13.6 Ah at a 5 A draw runs about 13.6 / 5 = 2.72 hours.
Usable Ah = Ah × DoDDepth of discharge trims capacity you should actually use. 200 Ah at 80% DoD gives 160 usable Ah.

💡Safe Paralleling Tips

Balance before you join: Charge every cell or pack to the same voltage, ideally within 0.05 V of each other, before wiring them in parallel. A 4.10 V cell tied straight to a 3.60 V cell can dump tens of amps in the first seconds as they equalize, stressing links and cells. Matching state of charge first keeps that inrush near zero.
Wire and fuse for shared current: Use equal-length leads to each parallel branch so the 40 A combined draw splits evenly at 10 A per cell instead of overloading the nearest one. Fuse each branch to just above its per-cell rating, and size the main bus and interconnects for the full combined current the pack can deliver.

Running in parallel mean that you can extend your battery life without increasing system voltage. This is simple enough, yet many novices will mistake parallel for a series connection. A series connection add up the total voltage, leaving capacity unchanged. A parallel circuit stacks the capacity, keeping the voltage completely constant.

Once you input your cell specs into the calculator on this page, it do all the math for you; no need to guess at conversions or coefficients.

Understanding Parallel Battery Connections

Imagine a pair of identical water tanks sitting next to each other, both plumbed with the same outlet above. Adding the second tank doesn’t increase the voltage (water level). It only increases the overall volume you have available for use (capacity). Same thing happens with batteries. A pair of 3.4-amp-hour cells connected in parallel will remain at their nominal 3.7-volt, but collectively they’ll provide 6.8 amp-hours. Add another pair of those cells in series and you get 13.6 amp-hours, also nominally 3.7 volts. Voltage holds; capacity stacks. That’s the one concept behind everything here.

Total capacity is the number of cells in parallel times per-cell capacity. Nominal volts x total amp-hrs = energy in watt-hours Amp hours are converted to watt-hours by multiplying them by volts. If we do this with our 3.7 volt pack containing 13.6 amp-hours, we get about 50.3 watt-hours of storage (13.6 * 3.7).

Why would we care about watt-hours? Because they enable us to calculate how long a given battery will last different than another (even if the batteries has different voltages), and also match a battery to your device (if your device is rated in watts). For instance, if you’re planning on running a 100 watt load from a bank, a 200 amp-hour bank @ 12.8 volts contains approximately 2,560 watt-hours. This means you could keep a 100 watt load going roughly a full day without eating into your margin with losses.

Beyond the added capacity, parallel wiring increase the maximum current that the pack can safely output. Each branch can carries its portion of the load. For example, if you have a cell rated at 10 amps continuous, four of those cells wired in parallel would be able to output roughly 40 amps total. There’s a table of all the possible combinations and current limits for each on the page.

But parallel wiring only shares current evenly between branches if those branches are electrically equal. Mismatched internal resistance or uneven lead lengths will drive current along path of least resistance, causing one cell to get hotter than another. Many folks do not realize that they’ve gotten it backwards; they think that wiring two batteries parallel automatically loads both equally but physics requires equal paths.

Usable runtime isn’t capacity. Usable amp-hours divided by load current is your runtime in hours. So a 13.6 amp-hour group with a constant 5 amp load is going to last roughly 2.72 hours. You typically don’t pull batteries down to zero. That’s why there’s a depth of discharge selector on the tool. Lithium packs can go to 90 percent, while lead-acid banks are better handled at 50 to 80 percent. This fraction trims usable amp-hours before the runtime math begins. This way it estimates what happens when used like you do versus an ideal situation with a full drain.

To do the wiring in parallel, equalizing all battery State of Charge (SOC) prior to contact is most important. If you bolt a 4.10 volt fully charged cell next to a 3.60 volt depleted cell, the former will dump a huge uncontrolled current onto the latter for initial few seconds while they reach parity. This inrush can cause cells to overheat and stress interconnects. By charging each unit to within about 0.05 volts of other units, you keep this surge nearly zero.

Be careful with protection and wiring because of potential for a large total current. Use equally long leads to all branches so that a 40 amp draw really divides up into four equal parts, not just a few on one side and a bunch on another. Each parallel branch should of be fused slightly above its per-cell rating so that a bad cell doesn’t pull too much current out of its friends. The main bus bars should be sized for the total possible output from the pack.

When wired properly, parallel allows for adding power but at no change in voltage, resulting in consistant runtime.

Battery Parallel Capacity Calculator – Ah, Wh, Runtime