This planner estimates how far an electric scooter can travel on a charge using four inputs you can usually find on a spec sheet or measure in an app: battery capacity (Wh), average motor power (W), average speed (mph), and a real‑world efficiency (%) factor. The result is a baseline range under steady, average conditions—use it to decide whether a route is feasible and how much reserve you should leave.
At its core, range is “energy available” divided by “energy used per hour,” then converted into distance by multiplying by speed.
Battery capacity is measured in watt‑hours (Wh). A 500 Wh pack can theoretically deliver 500 watts for 1 hour. In real riding you don’t get 100% of that energy to the wheel due to controller losses, drivetrain friction, tire losses, and leaving a safety margin. That’s why this calculator applies an efficiency factor.
If your scooter draws an average of P watts while moving, and you have C watt‑hours available, then estimated ride time is C/P hours (before applying efficiency).
Distance = time × speed. If you travel at an average speed S (mph), then range in miles is hours × mph.
Variables:
The calculation is:
Where R is estimated range in miles. The same pieces also give estimated ride time:
Ride time (hours) = (C / P) × (E / 100)
The efficiency field is a practical “real‑world reduction” knob. Use it to reflect conditions and to build in a reserve. Typical starting points:
Practical tip: if you want to avoid arriving at 0%, treat the output as a maximum and aim to use only 70–85% of it (or simply lower the efficiency input until the result matches the reserve you want).
Suppose you have:
Ride time:
(400 / 350) × 0.85 = 0.971 hours (about 58 minutes)
Range:
0.971 × 15 = 14.6 miles
If the same route is colder and hillier and you change E to 70%, the estimate becomes:
(400 / 350) × 0.70 × 15 = 12.0 miles
| Factor | What it does | How to reflect it here |
|---|---|---|
| Hills / climbing | Raises average power draw significantly | Increase P if you know it, or lower E |
| Stop‑and‑go riding | Acceleration spikes power; regen (if any) rarely recovers much | Lower E (or increase P) |
| Higher speed | Often increases power demand due to air drag | Don’t just raise S; consider higher P or lower E |
| Cold temperatures | Reduces usable battery energy and voltage under load | Lower E |
| Rider weight / cargo | More energy needed for acceleration and climbing | Lower E (simple approach) or raise P |
| Tire pressure / surface | Rolling resistance changes power required | Lower E for soft tires/rough roads |
| Battery age / health | Reduces effective capacity over time | Lower E or reduce C to a realistic value |