Skip to content
CampingCalc

Portable Power Station Calculator: How long will the power station last when camping?

A 1,000 Wh power station sounds like a lot – but usually only 850 Wh is usable, and every watt-hour from the AC outlet costs 15% in conversion losses. This calculator shows how many days the station powers your devices, how long a single device runs on its own and how often you can charge your phone.

Units

Per the nameplate, e.g. 512, 1,024 or 2,048 Wh.

12 V/USB devices

120 V appliances (AC outlet of the power station)

120 V appliances

Advanced settings

Power stations hold back a BMS reserve; 80–90% is realistic.

mAh × 3.7 V ÷ 1000, e.g. 4,000 mAh ≈ 15 Wh.

Result

The power station lasts for

1.1 days

with the devices entered per day

Usable energy
850 Wh
Daily consumption incl. losses
740 Wh
Smartphone charges (phone only)
52
at 15 Wh per battery
Only “Compressor cooler 12 V” running
17 h 23 min
  • The continuous rating of the AC output must be at least 65 W (largest appliance) – check the data sheet.
Show calculation
  1. 1Usable energy: 1,000 Wh × 85% = 850 Wh
  2. 2Compressor cooler 12 V: 45 W × 10 h ÷ 92% = 489 Wh (alone: 17.4 h)
  3. 3Charge smartphone: 10 W × 2 h ÷ 92% = 22 Wh (alone: 78.2 h)
  4. 4Laptop adapter 120 V: 65 W × 3 h ÷ 85% = 229 Wh (alone: 11.1 h)
  5. 5Daily consumption: 740 Wh → runtime 1.1 days

 

How it's calculated

usable energy [Wh] = capacity [Wh] × usable fraction energy per device [Wh/day] = power [W] × usage [h] ÷ output efficiency runtime [days] = usable energy ÷ sum of devices
Efficiencies: 120 V AC output about 85%, 12 V/USB output about 90–95%.

Solo operation shows how long the station powers a single device: usable energy × efficiency ÷ power. The phone charges follow from the usable energy divided by the battery content (mAh × 3.7 V).

Besides energy, output power matters: a 1,500 W kettle only runs on a power station whose AC output delivers that continuously.

Worked example

A 1,024 Wh power station powers a compressor cooler (45 W, runs 40% of the time), two phone charges a day and two hours of laptop on the 120 V adapter in the evening over the weekend.

Inputs

  • Power station capacity: 1,024 Wh
  • 12 V/USB devices:
  • Kompressor-Kühlbox 12 V: 45 W × 10 h/day
  • Smartphone laden: 10 W × 3 h/day
  • 120 V appliances:
  • Laptop-Netzteil 230 V: 65 W × 2 h/day
  • Usable fraction of capacity: 85 %
  • Efficiency 120 V output: 85 %
  • Efficiency 12 V/USB output: 92 %
  • Smartphone battery (for the number of charges): 15 Wh

Result

1.3 days

The power station lasts for

Usable energy
870 Wh
Daily consumption incl. losses
675 Wh
Smartphone charges (phone only)
53
Only “Kompressor-Kühlbox 12 V” running
17 h 48 min

Calculation

  1. Usable energy: 1,024 Wh × 85% = 870 Wh
  2. Kompressor-Kühlbox 12 V: 45 W × 10 h ÷ 92% = 489 Wh (alone: 17.8 h)
  3. Smartphone laden: 10 W × 3 h ÷ 92% = 33 Wh (alone: 80.1 h)
  4. Laptop-Netzteil 230 V: 65 W × 2 h ÷ 85% = 153 Wh (alone: 11.4 h)
  5. Daily consumption: 675 Wh → runtime 1.3 days

The variables explained

Capacity (Wh)
Rated energy per the manufacturer. Ratings in Ah usually refer to 3.7 V cells (Ah × 3.7 = Wh).
Usable fraction (%)
The BMS shuts off before deep discharge; capacity also drops with age. 80–90% is realistic.
Efficiency 120 V / 12 V (%)
Losses of the inverter or the DC converters. Small loads on the AC output are particularly inefficient (idle consumption).

Common mistakes

  • Calculating the cooler at rated power × 24 h – it cycles and only runs 30–50% of the time.
  • Using the AC output for USB devices: charging directly via USB-C saves 10–20% in losses.
  • Leaving the inverter on: some stations draw 10–20 W at AC idle – 100–200 Wh overnight.
  • Confusing Wh and Ah: “100 Ah” of a power station at 3.7 V is only 370 Wh.

Assumptions and limits

  • Constant efficiencies; idle consumption of the outputs is not included.
  • No recharging during the period.