Compute max & min wheel loads for double-girder bridge cranes, plus static and fatigue verification against your rail and wheel specification. Based on GB/T 3811 and FEM 1.001.
Maximum wheel load occurs on the side nearest the hook, when the trolley sits at the closest-approach position a. The formulas split the trolley + payload reaction across the bridge wheels of that rail, then add half the dead weight of the remaining bridge structure.
Wheel loads determine runway beam sizing, column design and foundation anchors. Getting them right early saves structural rework later. This tool implements the formulas from GB/T 3811 (China) and their FEM 1.001 equivalents used across Europe.
The first term is the trolley + payload reaction at the near rail. The second term is half of the bridge's self-weight (excluding trolley) distributed across its wheels. Output is in kilonewtons.
The equivalent cyclic wheel load is compared to an allowable that accounts for wheel material, rail contact width, and duty class:
Pass criterion: P_eq ≤ [P].
Pass criterion: Pmax ≤ [P]_static. Both must pass for the wheel + rail combination to be acceptable.
| Rail | b · face | r · radius |
|---|---|---|
| 40 × 50 | 40 | 8 |
| 40 × 60 | 40 | 8 |
| 38 Kg/m | 68 | 13 |
| 43 Kg/m | 70 | 13 |
| 50 Kg/m | 70 | 13 |
| 60 Kg/m | 73 | 13 |
| 75 Kg/m | 75 | 15 |
| QU 70 | 70 | 6 |
| QU 80 | 80 | 8 |
| QU 100 | 100 | 8 |
| QU 120 | 120 | 8 |
| Class | Examples | C₂ |
|---|---|---|
| M1–M2 | Hand / occasional | 1.25 |
| M3–M4 | Light / regular | 1.12 |
| M5 | Medium | 1.00 |
| M6 | Heavy | 0.90 |
| M7–M8 | Very heavy / continuous | 0.80 |
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