KKwikfig.

EV Charging Cost Calculator

Work out what an EV charge really costs from battery size, charge window and your electricity rate, with charge times by charger power from 7 to 150 kW. Runs entirely in your browser — your numbers never leave this device.

Cost of this charge
10.8
36 kWh added, from 20% to 80%
Energy added
36 kWh
Cost per kWh added
0.3
Cost of a full 0–100% charge
18
Idealised charge time for this energy, by charger power
Charger powerTime (minutes)Time
7 kW308.575 h 09 min
11 kW196.363 h 16 min
22 kW98.181 h 38 min
50 kW43.243.2 min
150 kW14.414.4 min

Times assume the charger holds its full rated power for the whole session. Real charging tapers as the battery fills — especially past about 80% — so treat the table as a best case. The rate is the one you type in; no tariff data is stored or fetched.

How it works

Energy added (kWh) = battery capacity × (charge to % − charge from %) ÷ 100 | Cost = energy added × rate per kWh | Idealised charge time (minutes) = energy ÷ charger power (kW) × 60
Idealised time to add 36 kWh (a 20–80% charge on a 60 kWh battery), by charger power
Charger powerMinutesHours
7 kW308.65.14
11 kW196.43.27
22 kW98.21.64
50 kW43.20.72
150 kW14.40.24

An EV charge is priced on energy, and the energy in a partial charge is a simple proportion of the battery: a 60 kWh pack charged from 20% to 80% takes 60% of its capacity, which is 36 kWh, and at a rate of 0.30 per kWh that session costs 10.80. The same arithmetic prices any window on any pack — from 10% to 90% of a 75 kWh battery is 60 kWh — which is why the useful habit is to think in kWh added rather than percentages: the percentage is only meaningful once the capacity turns it into energy.

Charge time is the same energy divided by charger power, and here the page is deliberately labelled idealised. The table assumes the charger delivers its full rated power from the first minute to the last, so 36 kWh at 7 kW takes 308.6 minutes and at 150 kW takes 14.4 minutes. Real charging does not hold peak power: the car tapers the rate as the battery fills, sharply so past about 80%, the charger and the car's onboard limit may both sit below the headline figure, and cold batteries charge slower. Treat the table as the floor under the real time — the fastest the session could possibly go — and expect a real 20–80% session to land above it.

The rate is always the one you type in. Home tariffs, time-of-use windows and public rapid-charging prices differ severalfold from each other and change without notice, so no tariff is stored or fetched; enter the rate on your bill or the charger's price screen and the cost comes back in that currency. Note also that the calculation prices the energy that reaches the battery — charging losses in the cable and converter mean the meter supplies somewhat more than the battery stores, so a bill-based cost per charge runs slightly above the figure here.

Worked examples

Home charge: 60 kWh battery, 20% to 80%

Input
Capacity = 60 kWh, From = 20%, To = 80%, Rate = 0.30 per kWh
Working
Energy = 60 × (80 − 20) ÷ 100 = 36 kWh. Cost = 36 × 0.30 = 10.80. On a 7 kW home charger the idealised time is 36 ÷ 7 × 60 = 308.6 minutes.
Result
Energy = 36 kWh · Cost = 10.80

A big charge on a 75 kWh battery

Input
Capacity = 75 kWh, From = 10%, To = 90%, Rate = 0.45 per kWh
Working
Energy = 75 × (90 − 10) ÷ 100 = 60 kWh. Cost = 60 × 0.45 = 27.00. At 50 kW the idealised time is 60 ÷ 50 × 60 = 72 minutes — longer in practice, because the window runs into the high-charge taper.
Result
Energy = 60 kWh · Cost = 27.00

A half charge on a 40 kWh battery

Input
Capacity = 40 kWh, From = 25%, To = 75%, Rate = 0.25 per kWh
Working
Energy = 40 × (75 − 25) ÷ 100 = 20 kWh. Cost = 20 × 0.25 = 5.00. At 11 kW the idealised time is 20 ÷ 11 × 60 = 109.09 minutes, about 1 hour 49 minutes.
Result
Energy = 20 kWh · Cost = 5.00

Frequently asked questions

Why charge from 20% to 80% instead of filling to 100%?

Two practical reasons meet in that window: charging speed tapers hard at high states of charge, so the last fifth takes a disproportionate share of the session, and holding a battery at full charge is harder on its long-term health than mid-range cycling. The arithmetic here works for any window — 10% to 90% of a 75 kWh pack is 60 kWh — but 20–80% is the window most drivers actually buy.

Why did my real charge take longer than the table says?

The table is idealised: it holds the charger's rated power constant, and real charging tapers as the battery fills, especially past about 80%. The car's own maximum charge rate may also be below the charger's, and a cold battery accepts less. Read the table as a best case — 36 kWh cannot arrive faster than 14.4 minutes even at 150 kW.

Should I enter the battery's gross or usable capacity?

Usable, if the maker publishes it, because the percentage gauge tracks the usable portion — the energy this formula multiplies. Using a larger gross figure overstates every window by the same proportion. If only one capacity is published, use it consistently and compare like with like.

How does home charging compare with public rapid charging on cost?

Entirely through the rate you enter: the energy is identical, so cost scales with price per kWh. The 36 kWh session in the examples costs 10.80 at 0.30 per kWh and would cost 27.00 at 0.75 — the calculator's job is to make that multiplication exact for your tariff, not to guess which tariff you are on.

Does this include charging losses?

No — it prices the energy stored in the battery. The meter supplies more than that, because the charger, cable and the car's converter each lose a share as heat. For a bill-accurate figure, note your meter's kWh for a session and price that quantity at your rate instead.

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