EV tools
EV charging cost calculator
What does it cost to charge an EV from 20% to 80% at home?
Charging a 75 kWh pack from 20% to 80% adds 45.0 kWh to the battery, but with 10% AC charging losses the meter records 50.0 kWh. At $0.180/kWh that is $9.00, and on a 7.4 kW home charger it takes about 6.8 hours. The difference between pack energy and wall energy is what your utility bills you for.
Your inputs
Site default: 10%. Energy lost between the socket and the battery pack; measured AC efficiency is typically 85–93%.
$9.00
to charge from 20% to 80%
45.0 kWh into the pack, 50.0 kWh drawn from the wall
- Energy to pack
- 45.0 kWh
- Energy from wall
- 50.0 kWh
- Charge cost
- $9.00
- Charging time
- 6 h 45 min
Cost per mile
$0.057
Wall energy per mile × rate, so it reflects what the meter records.
Monthly charging cost
$57.14
Based on 1,000 miles per month at 3.5 mi/kWh.
Annual charging cost
$685.71
Distance × wall energy per mile × rate, scaled to 12 average months.
Pack energy and wall energy are different numbers
Method
- 75 kWh × 60% = 45 kWh added to the pack
- 45 kWh ÷ 0.9 = 50 kWh drawn from the wall
- 50 kWh × 0.18 = 9 USD
- 50 kWh ÷ 7.4 kW = 6.757 hours
- Wall energy per mile: 1 ÷ 3.5 mi/kWh ÷ 0.9 = 0.317 kWh/mile
- 0.317 kWh/mile × 0.18 = 0.057 USD/mile
- 1000 miles ÷ 3.5 mi/kWh ÷ 0.9 = 317.46 kWh from the wall per average month
- 317.46 kWh × 0.18 = 57.143 USD per average month
- 57.143 × 12 average months = 685.714 USD per year
Assumptions
- SnapEnergyLab default: 10% AC charging loss between the wall socket and the battery pack (editable). Measured AC charging efficiency typically falls between 85% and 93%.
- Charging time is an idealized estimate based on constant charger power.
- Real charging may be slower because of vehicle onboard-charger limits, thermal management, battery temperature and charging taper near high state of charge.
- Electricity rate of 0.18 USD/kWh (editable).
- Vehicle efficiency of 3.5 mi/kWh is measured at the battery pack, so the 10% charging loss is added on top of it to get energy drawn from the wall.
What can change the result?
- AC charging losses, which rise in cold weather because of battery preconditioning
- Your tariff — many utilities offer much cheaper overnight EV rates
- Real vehicle efficiency, which varies with speed, temperature and terrain
- Whether you charge to 80% routinely or 100% occasionally
- Public charging, which is usually priced well above home electricity
Home charging cost by battery size
| Battery | 20→80% wall energy | 20→80% cost | 0→100% wall energy | 0→100% cost |
|---|---|---|---|---|
| 40 kWh pack | 26.7 kWh | $4.80 | 44.4 kWh | $8.00 |
| 60 kWh pack | 40.0 kWh | $7.20 | 66.7 kWh | $12.00 |
| 75 kWh pack | 50.0 kWh | $9.00 | 83.3 kWh | $15.00 |
| 100 kWh pack | 66.7 kWh | $12.00 | 111.1 kWh | $20.00 |
Where the lost energy goes
Between the socket and the cells sit the onboard charger, which converts AC to DC and gives off heat, the cable, and the vehicle’s thermal management system, which may run pumps and fans throughout the session. Together these typically consume 7–15% of the energy drawn. In freezing weather, battery heating can push that figure considerably higher, which is why winter charging appears more expensive per mile even at the same tariff.
Slow charging is not automatically more efficient. Very low-power charging from a domestic plug runs the vehicle’s auxiliary systems for many more hours, which can make its overall efficiency worse than a 7 kW wall unit despite the gentler current.
The 10% figure used above is a SnapEnergyLab default, not a universal constant. It sits in the middle of published AC charging efficiency measurements (85–93%). See Assumptions and Data sources for how site defaults are chosen, and change the value in the calculator if you have metered your own.
Your next decision
- See full-charge cost and cost per mileThe per-mile figure is what compares against fuel.
- Work out how long a charge takesCharger power against the energy you need.
- Model whether solar could cover your chargingAnnual charging energy against modelled production.
- See where the charging losses in this cost come fromWall energy versus the energy that reaches the pack.