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HOISTING & TRAVEL / TOOL 18

Wire Rope Drum Capacity Calculator

Check whether a proposed drum has enough geometric rope storage for the required payout and retained wraps.

Defined engineering modelWorked example includedFree to use
Before you start: required inputs
  • Use the drum drawing for the barrel core diameter and effective winding length between the actual end clearances.
  • Obtain rope diameter, winding pitch, permitted layer count and required retained wraps from the proposed drum arrangement.
1

Enter your values

Example values loaded
Rope winding on a drum
Winding length 900 mmCore Ø 400 mm · rope Ø 16 mm1 layer(s) · 18 mm pitch
Schematic, not to scale. Generic wraps are drawn. Entered layers, pitch and retained wraps determine the numeric rope length.
mm
Diameter of the bare winding barrel beneath the first rope layer, from the drum drawing.
mm
Nominal diameter of the selected wire rope.
mm
Axial distance between adjacent rope-wrap centres; it must be at least the rope diameter.
mm
Barrel length available for complete wraps after deducting the specified end clearances.
layers
Number of complete winding layers in the proposed arrangement, not a permitted limit determined by this tool.
wraps
First-layer wraps that remain on the drum at maximum payout, as required by the selected anchorage arrangement.
A PRACTICAL WALKTHROUGH

How to use this calculator

01

Measure the usable barrel

Use the barrel diameter below the rope and the length actually available for winding, rather than the flange outside diameter.

02

Set the winding arrangement

Specify rope diameter, pitch, full layers and retained first-layer wraps.

03

Separate storage from payout

Compare total stored length and usable payout. Convert rope travel into hook travel using the actual reeving arrangement.

WORKED EXAMPLE

Single-layer 16 mm rope drum

THE INPUTS

400 mm core, 16 mm rope, 18 mm pitch, 900 mm winding length, one layer and three retained wraps.

THE RESULT

The barrel fits 50 wraps. Estimated storage is 65.345 m, including 3.921 m retained, leaving 61.424 m of rope payout.

MAKE SENSE OF THE NUMBERS

What does the result mean?

01

Each complete layer uses its rope centre-line diameter, so outer layers store more rope per wrap.

02

Usable payout is rope movement. It is not the same as hook travel on a multi-part hoist.

03

Flange freeboard, rope anchorage, crossovers, groove geometry and drum strength are outside this storage estimate.

Watch for this

Using the flange diameter as the core diameter, which overstates rope length on every wrap.

Formula & model conditions +

D_i = D_core + (2i − 1)d

L_stored = N_wraps × π × ΣD_i

L_usable = L_stored − N_retained × π × (D_core + d)

  • Wraps per layer = floor(effective length / winding pitch).
  • Each layer is estimated as circles at the rope centre-line diameter. Crossovers, helical correction, compression, flange freeboard and rope anchorage details are excluded.
  • Usable payout subtracts the entered retained first-layer wraps. Payout is rope travel, not hook travel.

Common questions

Why is the number of wraps rounded down?

The model counts only complete wraps that fit within the effective winding length.

Does this tool verify that multilayer spooling will work?

No. Fleet angle, crossover arrangement, groove profile, crushing, rope behavior and flange clearance need separate checks.

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