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Wheel Load Calculator

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.

GB/T 3811 FEM 1.001 Double-girder bridge Metric units Shareable URL
InputsEditable

Crane Parameters Geometry & mass

t
m
kg
kg
mm
Distance from rail centerline to hook at closest approach.
pcs
pcs
Total wheels across both end-trucks (end-beams).

Wheel & Rail Verification spec

b = 40 mm · r = 8 mm
auto
Looked up from wheel Ø & travel speed.
Results
Pmax · Bridge wheel
--kN
Under loaded + trolley at closest hook
Pmin · Bridge wheel
--kN
Unloaded + trolley at far side
Trolley wheel — max(Q·9810 + G₁·9.81) / n₁ / 1000
kN
Trolley wheel — minG₁·9.81 / n₁ / 1000
kN
Equivalent fatigue loadP_eq = (Pmin + 2·Pmax) / 3
kN
Allowable load — fatigue[P] = k·D·(b−2r)·C₁·C₂ / 1000
kN
Allowable load — static[P]ₛ = 1.9·k·D·(b−2r) / 1000
kN
PASS
Fatigue check — equivalent wheel load kN ≤ allowable kN.
PASS
Static check — Pmax kN ≤ allowable kN.

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We'll use your inputs — span, capacity, duty class, rail type — to pre-fill a configured quote. Engineer response within 24 hours.

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crane wheel load calculation

How wheel load is applied

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.

  • QRated hoisted mass — tonnes
  • GTotal crane weight — kg
  • G₁Trolley weight — kg
  • LBridge span — m
  • aHook minimum limit — mm
  • n, n₁Bridge / trolley wheel count
  • PmaxMax bridge wheel load — kN
  • PminMin bridge wheel load — kN

How this calculator works

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.

Bridge wheel loads

Pmax = (Q·9810 + G₁·9.81) · (L·1000 − a) / (L·1000) / (n/2) / 1000 + (G·9.81 − G₁·9.81) / n / 1000 Pmin = G₁·9.81 · a / (L·1000) / (n/2) / 1000 + (G·9.81 − G₁·9.81) / n / 1000

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.

Trolley wheel loads

Ptrolley,max = (Q·9810 + G₁·9.81) / n₁ / 1000 Ptrolley,min = G₁·9.81 / n₁ / 1000

Fatigue verification

The equivalent cyclic wheel load is compared to an allowable that accounts for wheel material, rail contact width, and duty class:

Peq = (Pmin + 2·Pmax) / 3 [P] = k · D · (b − 2r) · C₁ · C₂ / 1000

Pass criterion: P_eq ≤ [P].

Static strength verification

[P]static = 1.9 · k · D · (b − 2r) / 1000

Pass criterion: Pmax ≤ [P]_static. Both must pass for the wheel + rail combination to be acceptable.

Reference tables

Rail dimensions (b, r) — mm
Railb · facer · radius
40 × 50408
40 × 60408
38 Kg/m6813
43 Kg/m7013
50 Kg/m7013
60 Kg/m7313
75 Kg/m7515
QU 70706
QU 80808
QU 1001008
QU 1201208
Duty class factor C₂ · GB/T 3811
ClassExamplesC₂
M1–M2Hand / occasional1.25
M3–M4Light / regular1.12
M5Medium1.00
M6Heavy0.90
M7–M8Very heavy / continuous0.80

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