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Precast lifting and sling loads

Check whether slings and inserts can take the part at stripping, in the yard, in transport and at erection, and where to place pick points so the part does not crack.

Pre-sizing and estimating tool: results do not replace design, calculations or reports signed by a licensed professional, nor verification against the applicable codes and standards.

Check
Part
Situation

Changing the stage loads the PCI Design Handbook Table 8.3.1 value; adjust it if your project specifies another.

Slings and pick points
—Tension in each sling leg
—

Leg tension versus sling angle

Same part and multiplier, with each leg from 0° to 60° from vertical. Dashed lines are the working load limits entered.

Tap the chart to see the values.

Bending moment in the part during the lift

Part treated as a beam with distributed load equal to weight times multiplier, supported at the pick points with equal reactions.

Tap the chart to see the values.

The calculation report gathers this page's inputs, results, equations, assumptions and references, with fields for project, engineer and revision. The full report also includes the charts and interpretations, in color. In the print dialog, choose Save as PDF.

Method, assumptions and references

Equations used

Weight = length × width × depth × (1 − voids) × unit weight; design load = weight × multiplier
Leg tension = design load ÷ (legs carrying × cos β), β = angle from vertical; side load = leg tension × sin β
Bridle rating (EN 13414-1 uniform load method): 2 legs 1.4 × WLL (β ≤ 45°) or 1.0 × WLL (45° < β ≤ 60°); 3 and 4 legs 2.1 × WLL or 1.5 × WLL
Points that balance moments: 2 points at 0.207 L from the ends (M = 0.0214 · w · L²); 4 points at 0.104 L and 0.396 L; at the ends M = w · L² ÷ 8

Assumptions and limits

  • Load multipliers from PCI Design Handbook, 8th ed., Table 8.3.1: stripping 1.2 to 1.7 (shape and finish), yard handling and erection 1.2, transportation 1.5.
  • Symmetrical part with the center of gravity at midlength and legs of equal length and angle. Bending moment assumes uniform load and equal reactions at the points (4 points only with equalizing). Insert pullout, concrete cone, edge distance, cracking and lateral stability are not checked.
  • It does not replace a lift plan by a qualified person, inspection of slings, shackles and inserts or the manufacturer instructions.

Standards and technical documents

  • PCI Design Handbook: Precast and Prestressed Concrete, 8th ed. Precast/Prestressed Concrete Institute, 2017, Chapter 8 (Table 8.3.1)
  • ABNT NBR 9062:2017: Projeto e execução de estruturas de concreto pré-moldado (5.3.2 ações dinâmicas; 5.3.3 dispositivos de içamento)
  • ASME B30.9: Slings
  • EN 13414-1: Steel wire rope slings — Safety — Part 1: Slings for general lifting service
  • EN 1492-1: Textile slings — Safety — Part 1: Flat woven webbing slings made of man-made fibres for general purpose use
  • ABNT NBR 13541-1: Linga de cabo de aço — Parte 1: Requisitos e métodos de ensaio

U.S. regulations

  • OSHA 29 CFR 1910.184: Slings
  • OSHA 29 CFR 1926.251: Rigging equipment for material handling
  • OSHA 29 CFR 1926 Subpart CC: Cranes and derricks in construction

Frequently asked questions

What does this calculator check?

It estimates the part weight, applies the stage multiplier (stripping, yard, transport) and works out the tension in each sling leg and insert, comparing them with the working load limits you enter. It also shows the pick point locations that give the part the least bending moment.

Why does the sling angle matter so much?

An inclined leg has to pull harder to hold the same share of weight: tension is the vertical share divided by the cosine of the angle. In the example, the 7,800 lb beam with a 1.2 multiplier gives 4,680 lb per vertical leg; at 30° from vertical it rises to 5,404 lb, and at 60° it would reach 9,360 lb.

Where do the 1.2, 1.3 and 1.5 multipliers come from?

From PCI Design Handbook Table 8.3.1: stripping 1.2 to 1.7 depending on product shape and form finish (suction), yard handling and erection 1.2, and transportation 1.5. Use your engineer of record’s factors if the project specifies others.

How do I read the example result?

The 26 ft × 12 in × 24 in beam weighs 7,800 lb. With 2 legs at 30° from vertical and a 1.2 multiplier, each leg and insert sees 5,404 lb, 68% of the 8,000 lb WLL. Pick points 5.5 ft from each end keep the bending moment near 5.4 kip·ft, versus 30 kip·ft if lifted at the ends. The governing item is the 2-leg bridle rating (1.4 × 8,000 lb), used at 84%.

Why does a 4-leg bridle not split the load four ways?

On a rigid part, small length differences make two opposite legs carry almost all the weight. Rated capacities of 3- and 4-leg bridles are therefore based on 3 legs at most, and a conservative check uses 2. Only a spreader beam, equalizing sheaves or reeved slings make all 4 legs share.

What does the calculator not check?

Insert capacity in the concrete (pullout, concrete cone, edge distance), concrete strength at stripping, cracking, lateral stability of the part, the crane and the ground. Those belong to the part design and the lift plan.

When should a qualified person be involved?

Whenever precast parts or heavy loads are lifted. OSHA 1910.184 and 1926.251 require slings to be inspected and used within their rated loads; the lift plan should be prepared by a qualified person, following the insert manufacturer’s instructions.