Motor Power Calculator

Calculate KW for Hoist, Cross Travel (CT), and Long Travel (LT) motions using inertia and friction physics.

Ton
m/min
kg

Typically 2-5% of SWL.

0-1

Typ: 0.85 (Hoist), 0.90 (Travel).

Required Motor Power

0.00 kW
0.00 HP
Total Force (F): 0 N
Rec. Standard Motor: --
Calculated based on Hoisting gravity + efficiency losses.

Calculation Methodology

Hoist Formula

The hoist motor must overcome gravity for the load plus the hook block assembly.

P = (F × v) / (1000 × η)
  • F (Force): (SWL + Hook Weight) × 9.81 m/s²
  • v (Velocity): Speed in m/s
  • η (Efficiency): Gearbox efficiency (typ. 0.85)

Travel Formula (CT & LT)

Travel motors must overcome rolling friction AND inertia (acceleration force). Inertia is often larger than friction.

P = (F_total × v) / (1000 × η)
1. Friction Force (F_fric) μ × Total Mass × 9.81

Overcomes wheel bearing & flange friction.

2. Inertia Force (F_acc) Total Mass × (v / t)

Force required to accelerate mass from 0 to speed v in time t.

Duty Cycle (CDF) & Efficiency

Efficiency (η)

Energy loss occurs in gears, bearings, and ropes. Lower efficiency requires higher motor power.

  • Helical/Spur Gears: 0.85 - 0.90
  • Worm Gears: 0.60 - 0.70 (Inefficient)
Duty Cycle (%CDF)

Motors aren't rated to run continuous 24/7. Select based on starts/hr.

  • S3-40%: Standard workshop use.
  • S4-60%: Heavy production/Steel plants.

Save as PDF using your browser's print dialog.