Skip to content
CalcTide logo
Tech

Battery Charge Time Calculator

A 4,000 mAh battery charging from 20% to 80% on a 2,000 mA charger at 85% efficiency takes about 1 hour and 25 minutes. This battery charge time calculator estimates how long that kind of top-up actually takes using your battery capacity in milliamp-hours, your current and target charge percentage, and the charger's rated output current. It also factors in charging efficiency, since real chargers never deliver their full rated current as usable capacity. Use it to plan phone charging before a trip, check whether a power bank can refill a device overnight, or compare how much faster a higher-current charger would be for the same battery. Enter the battery's rated capacity, where it sits now, where you want it to end up, and the charger's current rating, and the calculator returns the estimated charge time along with the milliamp-hours that still need to go into the battery.

TechBy

Quick answer

Charge time in hours equals the milliamp-hours you need to add, divided by the charger current in milliamps times the efficiency factor.

Estimated Charge Time

1.4118hours

Time (hours and minutes)

1h 25m

mAh still needed

2400mAh

What this tells you

  • Charge time in hours equals the milliamp-hours you need to add, divided by the charger current in milliamps times the efficiency factor.
  • The milliamp-hours you need to add equals the battery capacity times the percentage-point gap between your current and target charge level, divided by 100.
  • Efficiency defaults to 85%, which reflects typical losses from heat and from the charging curve slowing down as the battery approaches full.
  • A higher-current charger shortens the estimate in direct proportion, so doubling the charger's rated current roughly halves the time.
  • The gap between current and target percentage matters as much as the charger itself. Topping up the last 10% takes a tenth of the time that a full 0% to 100% charge takes, all else equal.
  • This is a linear estimate. Real charging slows near 100% because most batteries use a constant-current, constant-voltage curve that tapers the closer it gets to full.

How to Use

  1. 1Enter the battery's rated capacity in milliamp-hours (mAh). This number is usually printed on the battery, in the device specs, or in the power bank's listing.
  2. 2Enter the current charge percentage, meaning how full the battery is right now, from 0 to 100.
  3. 3Enter the target charge percentage you want to reach. It must be higher than the current percentage, since the calculator only estimates time to charge up, not down.
  4. 4Enter the charger's rated output current in milliamps (mA). A charger listed as 2A outputs 2,000 mA. A USB port listed as 500 mA outputs 500 mA.
  5. 5Adjust the efficiency percentage if you have a reason to. Leave it at the 85% default for a typical wired charger, or lower it for wireless charging or old cables, which lose more energy to heat.
  6. 6Click Calculate to see the estimated charge time as decimal hours, as a readable hours-and-minutes breakdown, and the milliamp-hours still needed to reach your target.

How It Works

Formula

Charge time (h) = Capacity (mAh) x (Target% - Current%) / 100 / (Charger current (mA) x Efficiency)

The calculator works in two steps. First it finds how many milliamp-hours still need to go into the battery: capacity times the percentage-point gap between the target and current charge level, divided by 100. A 4,000 mAh battery going from 20% to 80% needs 4,000 x 60 / 100 = 2,400 mAh. Second, it divides that figure by the usable current the charger actually delivers, which is the charger's rated current multiplied by an efficiency factor. Efficiency is a decimal fraction, so 85% becomes 0.85. A 2,000 mA charger at 85% efficiency delivers 2,000 x 0.85 = 1,700 mA of usable charging current. Dividing 2,400 mAh by 1,700 mA gives 1.4118 hours, or 1 hour and 25 minutes. The efficiency factor exists because no charging system converts 100% of its rated current into stored capacity. Some energy is lost as heat in the cable, connector, and battery management circuitry, and charging speed naturally drops as the battery nears full under most lithium-ion charge curves. An 85% default reflects a reasonable wired-charger estimate, but you can lower it for wireless charging, damaged cables, or older hardware, or raise it slightly for well cooled, high-quality fast-charging setups.

Calculation note: values are processed in the order shown above, using the current input units.

Worked Examples

Phone battery from 20% to 80%

Battery capacity4000 mAh
Current charge20%
Target charge80%
Charger current2000 mA
Efficiency85%
Result1.4118 hours (1h 25m), 2400 mAh needed

This is the classic partial top-up. The battery needs 2,400 mAh to close a 60 percentage-point gap. At 85% efficiency, the 2,000 mA charger delivers 1,700 mA of usable current, so 2,400 / 1,700 = 1.4118 hours, which rounds to 1 hour and 25 minutes.

Power bank from 10% to 100%

Battery capacity10000 mAh
Current charge10%
Target charge100%
Charger current1000 mA
Efficiency90%
Result10 hours (10h 0m), 9000 mAh needed

A near-empty 10,000 mAh power bank needs 9,000 mAh to reach full. At 90% efficiency, the 1,000 mA charger delivers 900 mA of usable current, so 9,000 / 900 works out to an even 10 hours. This is why large power banks are usually left charging overnight.

Wireless charging pad from 30% to 90%

Battery capacity3000 mAh
Current charge30%
Target charge90%
Charger current1000 mA
Efficiency75%
Result2.4 hours (2h 24m), 1800 mAh needed

Wireless charging loses more energy to heat than a cable does, so this example uses a lower 75% efficiency instead of the 85% default. The battery needs 1,800 mAh, and the 1,000 mA pad delivers 750 mA of usable current, giving 1,800 / 750 = 2.4 hours.

Time to Add 50% Charge to a 5,000 mAh Battery

This table holds the battery capacity and the amount to add fixed at 2,500 mAh (50% of 5,000 mAh) at 85% efficiency, and varies only the charger's rated current, so you can see how much a faster charger actually saves.

Charger currentEstimated timeTypical source
500 mA5h 53mOlder USB-A port or basic accessory charger
1000 mA2h 56mStandard 1A wall adapter
1500 mA1h 58mMid-range 1.5A wall adapter
2000 mA1h 28mCommon 2A phone or tablet charger
3000 mA0h 59mFast-charging USB-C adapter (negotiated current)

Actual fast-charging phones often negotiate a higher current than a plain wall adapter, and taper it down automatically as the battery approaches full, so real results can run faster early and slower near 100% than this simple estimate.

Common mistakes

  • Entering amps as milliamps or the reverse. A charger rated 2A should be entered as 2000 mA, not 2. Off-by-1000 errors are the most common mistake with this calculator.
  • Forgetting that percentage points, not raw percentages, drive the math. Going from 40% to 90% is a 50 percentage-point gap, not a 90 percent charge from scratch.
  • Assuming the charger's rated current is always what the device actually draws. Many phones cap the current they accept below the charger's rated maximum, especially over older cables or with basic (non fast-charging) adapters.
  • Leaving efficiency at 85% for every scenario. Wireless charging, damaged cables, and cheap adapters lose more energy to heat, and lower efficiency belongs in the input, not ignored.
  • Treating the result as an exact countdown. This calculator assumes a constant charging rate for simplicity. Real lithium-ion batteries charge faster in the middle of the range and taper down noticeably in the final 10 to 20%, so the real time near full often runs longer than a straight-line estimate suggests.

Embed this calculator on your site

Drop this single line where you want the calculator to appear. It is responsive, mobile-friendly, resizes automatically, and is free to use with attribution.

<script src="https://calctide.com/embed.js" data-tool="battery-charge-time-calculator" async></script>

Preview the embed at /embed/battery-charge-time-calculator/.

Frequently Asked Questions

Battery charge time is calculated by dividing the milliamp-hours still needed by the usable charging current. First find the mAh gap: capacity times the percentage-point difference between target and current charge, divided by 100. Then divide that by the charger's rated current multiplied by an efficiency factor, typically around 85% for a standard wired charger.
An 85% efficiency default accounts for the fact that no charger converts 100% of its rated current into stored battery capacity. Energy is lost as heat in the cable, connector, and battery management circuitry, and the charging curve naturally slows as a lithium-ion battery nears full. You can adjust this value up or down if you know your setup runs more or less efficiently than typical.
Real charging slows down near full because of the constant-current, constant-voltage curve that most lithium-ion batteries follow. This calculator assumes a constant rate across the whole range you enter, so the estimate tends to run a bit fast for the final 10 to 20% of a charge, where the actual current the battery accepts drops sharply.
Enter the charger's rated maximum output current in milliamps, such as 3000 mA for a 3A fast charger. Keep in mind that many devices negotiate a lower current than the charger's rated maximum, especially early or late in a charge cycle, so treat the result as an upper-bound estimate rather than a guarantee.
A higher-current charger charges a battery faster only up to the limit the battery and device can actually accept. Once the charger's current exceeds what the device is designed to draw, extra charger capacity stops helping, and the device's own charge controller becomes the limiting factor instead of the charger.
A top-up is faster in direct proportion to the smaller percentage-point gap it needs to cover. Charging from 80% to 90% covers a 10 percentage-point gap, while charging from 0% to 100% covers a 100 percentage-point gap, ten times as much, so the full charge takes roughly ten times as long under the same charger and efficiency assumptions.
It estimates battery charge time calculator outputs using the visible inputs and formula assumptions on this page.

Explore More in Tech