Power Station Calculator: what size do I need?
1,000 Wh or 2,000? And will the outlet run a kettle? This calculator answers both at once: it adds up your devices including the losses at each output, factors in the days you want to go without recharging plus a reserve, and names the matching size class – along with the continuous and surge power your unit has to deliver.
Because power is where most bad purchases happen: a large capacity is useless if the output can't run your strongest device.
Result
Recommended power station
2,048 Wh
calculated requirement: 2,032 Wh · lasts 2.4 days
- Required continuous power
- 65 W
- strongest single device
- Required surge power
- 135 W
- inrush current at switch-on
- Consumption per day
- 762 Wh
- incl. 77 Wh conversion losses
- Calculated capacity needed
- 2,032 Wh
- for 2 days incl. reserve
- Runtime of the recommendation
- 2.4 days
- with 2,048 Wh
- Everything at once
- 120 W
- sum of all devices
- “Cooler” briefly pulls 135 W at start-up. The power station's surge rating has to be above that.
- If everything really runs at once it's 120 W. That rarely happens in practice – but the outlet should handle it.
Show calculation
- 1Cooler: 45 W × 10 h via 12 V/USB = 489 Wh
- 2Laptop: 65 W × 3 h via AC = 229 Wh
- 3LED lights: 10 W × 4 h via 12 V/USB = 43 Wh
- 4Daily consumption: 762 Wh (of which 77 Wh conversion losses)
- 5Required capacity: 762 Wh × 2 days × (1 + 20%) ÷ 90% = 2,032 Wh
- 6Matching size class: 2,048 Wh – lasts 2.4 days
- 7Required power: 65 W continuous, 135 W briefly at start-up
How it's calculated
A power station has to meet two requirements at once – and most bad purchases happen because only the first one gets checked:
- Energy (Wh): is the capacity enough for as many days as you want to go without an outlet?
- Power (W): can the unit actually run your most demanding device?
A 2,000 Wh power station rated at 300 W has plenty of energy but won't run a kettle. Conversely a 2,000 W output is little help if it's empty after four hours. That's why this calculator works out both separately.
daily consumption [Wh] = Σ (power × runtime ÷ output efficiency)
capacity [Wh] = (daily consumption − recharge) × days × (1 + reserve) ÷ usable fractionWhy the output port changes consumption
Devices on the AC outlet run through the inverter and cost an extra 12–18 %. On the 12 V or USB output it's only 5–10 %. The same laptop therefore draws more from the power station on its wall adapter than on USB-C.
Continuous power, surge power, simultaneity
| Figure | What it means | How to size it |
|---|---|---|
| Continuous power | What the unit can deliver indefinitely | strongest single device |
| Surge power | Brief inrush current at switch-on | compressor or motor × 2–3 |
| Simultaneity | Total if everything runs at once | rarely happens in practice |
Worked example
A weekend in the van without hookup: compressor cooler, laptop on its AC adapter, LED lights and two smartphones – two days without recharging, 20 % reserve.
Inputs
- Devices:
- Kühlbox: 45 W × 10 h/day × 0 1/0
- Laptop: 65 W × 3 h/day × 1 1/0
- LED-Licht: 10 W × 4 h/day × 0 1/0
- Smartphone laden: 20 W × 2 h/day × 0 1/0
- Days without recharging: 2 days
- Recharge per day: 0 Wh
- Safety reserve: 20 %
- Usable fraction of capacity: 90 %
- AC output efficiency: 85 %
- 12 V / USB output efficiency: 92 %
Result
3,072 Wh
Recommended power station
- Required continuous power
- 65 W
- Required surge power
- 65 W
- Consumption per day
- 805 Wh
- Calculated capacity needed
- 2,148 Wh
- Runtime of the recommendation
- 3.4 days
- Everything at once
- 140 W
Calculation
- Kühlbox: 45 W × 10 h via 12 V/USB = 489 Wh
- Laptop: 65 W × 3 h via AC = 229 Wh
- LED-Licht: 10 W × 4 h via 12 V/USB = 43 Wh
- Smartphone laden: 20 W × 2 h via 12 V/USB = 43 Wh
- Daily consumption: 805 Wh (of which 80 Wh conversion losses)
- Required capacity: 805 Wh × 2 days × (1 + 20%) ÷ 90% = 2,148 Wh
- Matching size class: 3,072 Wh – lasts 3.4 days
- Required power: 65 W continuous, 65 W briefly at start-up
The variables explained
- Devices: power, runtime, output
- Rated power from the label, actual runtime per day, and whether the device is on the AC outlet or on 12 V/USB.
- Days without recharging
- How long the power station should last without an outlet, solar or the car. Weekend = 2; a week of boondocking = 3–4 with solar.
- Recharge per day (Wh)
- What comes in daily – from a solar panel or driving. Reduces the required capacity directly.
- Reserve (%)
- Safety margin for cold days, extra devices and ageing. 20 % is a good starting point.
- Usable fraction (%)
- Power stations deliver 85–92 % of the rated capacity at their outputs (BMS reserve and converter losses).
Common mistakes
- Looking only at watt-hours: a kettle needs 1,500 W of continuous output – many units fail there regardless of capacity.
- Forgetting inrush current: a 45 W compressor cooler briefly pulls 135 W at start-up.
- Using the full rated capacity: of 1,000 Wh on the label about 900 Wh reaches the outputs.
- Running everything on AC: the inverter costs 12–18 % and idles on top. Cooler and lights on 12 V save noticeably.
- Counting the cooler at 24 hours: it cycles – 8–12 hours of actual runtime in summer.
- Planning for the best day: three overcast days in a row are normal if solar is meant to do the recharging.
Assumptions and limits
- All devices run the same hours every day; seasonal variation is not modelled.
- Recharging is assumed to be spread evenly across the days. How much solar actually delivers is what the solar & off-grid calculator is for.
- Inrush factors come from the presets (compressors ×3, motors ×2). Custom devices are calculated without a surcharge – the data sheet takes precedence.
- The recommended sizes are common market classes; individual manufacturers differ.
- Temperature effects on capacity are not included: below 0 °C lithium batteries deliver noticeably less and often cannot be charged at all.
Frequently asked questions
What size power station do I need for a weekend in a van?
With a compressor cooler, laptop and lights you land at roughly 700–800 Wh per day. For two days without recharging plus a 20 % reserve that's about 2,000 Wh – the 2 kWh class. With a 200 W solar panel adding 600 Wh a day, the 1 kWh class is enough.
How many watt-hours do I need per day?
Power × runtime, device by device. Frugal use with lights, phone and laptop: 200–400 Wh. With a compressor cooler: 600–900 Wh. With a coffee maker, kettle or induction cooktop, quickly 1,500 Wh and more.
Is a 1,000 Wh power station enough for a fridge?
For a small 120 V fridge at 60 W running 8 hours that's around 565 Wh a day including inverter losses – so the usable 900 Wh lasts about a day and a half. A 12 V compressor cooler is far more efficient.
What do continuous power and surge power mean?
Continuous power is what the unit can supply indefinitely (e.g. 1,000 W). Surge power is a brief reserve for inrush currents (often double). Your strongest device must stay below the continuous rating, its inrush below the surge rating.
Can I run an electric kettle from a power station?
Only with at least 1,500 W of continuous output. Energy-wise it's harmless – six minutes of boiling is 150 Wh – but many smaller units shut down under that load. Check the continuous rating, not the capacity.
Is the 12 V output worth it compared with AC?
Yes, clearly. The inverter costs 12–18 % of the energy and keeps idling. Cooler, LED lights and USB devices connected directly to 12 V or USB-C save 10–15 % of daily consumption.
How big should the reserve be?
20 % is typical. If you travel in winter, plan close to the limit or want the unit to last years, use 30 %: cold reduces usable capacity and cells age.
Power station or a fixed battery in the vehicle?
A power station is plug-and-play, portable and needs no installation – but costs more per watt-hour and has higher conversion losses. A fixed LiFePO4 battery with a charge controller and inverter is cheaper per kWh and more efficient, provided the wiring and fusing are done properly.
Sources and background
- Manufacturer data sheets of power stations (usable capacity, continuous and surge power, solar input)
- The solar & off-grid calculator on this site for the daily solar recharge