Load weight calculator for rigging

Try one free question

Pick a shape and a material, enter the dimensions, and get an estimated weight in pounds, kilograms and short tons. Steel plate, round bar, pipe, rectangular block and solid cylinder are covered. Add the rigging weight to see the total the crane carries.

Estimate load weight as volume times density from a shape, its dimensions and a material, with every step shown. A planning aid; the actual weight and the lift plan govern real lifts.

Load weight from shape and material

Estimated weight, lb
1,635.6 lb
Estimated weight, kg
741.9 kg
Estimated weight, short tons
0.818 tons
One piece
1,635.6 lb
Volume of one piece
3.333 ft³

Steps: volume × density = 3.333 ft³ × 490.7 lb/ft³ = 1,635.6 lb per piece. Short tons are lb ÷ 2,000.

This is an estimate from typical density. Use the actual weight when you know it (tag, mill sheet, shipping paperwork or a scale), and add the rigging weight if you did not.

Unit weights are typical figures from a public physics reference. Solid shapes only: holes, cutouts, coatings, water and contents are not counted.

Studying for NCCCO written? Take the free 10-question check to see exactly which topics to fix first, then close the gaps with the Boom Angle course.

How the load weight estimate works

Weight is volume times density. The calculator turns your dimensions into a volume, multiplies by the unit weight of the material, and shows the result three ways:

  • Plate and rectangular block: volume = length × width × thickness (or height).
  • Round bar and solid cylinder: volume = π ÷ 4 × diameter² × length (or height).
  • Pipe: volume = π ÷ 4 × (OD² − ID²) × length, where ID = OD − 2 × wall. That is the steel in the wall only, not what is inside.
  • Weight = volume × unit weight. Short tons are pounds ÷ 2,000, and 1 lb = 0.45359237 kg.
  • Total to the hook = load + rigging. Slings, shackles, spreader bars and anything else hanging below the hook add to what the crane carries, so enter their weight in the rigging box.

Unit weights used

The densities come from OpenStax University Physics, Table 14.1, and they are typical values, not a spec. Steel uses the table's figure for iron, which is close to common carbon steel.

  • Steel: 7,860 kg/m³, about 490.7 lb/ft³ (about 40.9 lb per square foot for each inch of plate thickness)
  • Aluminum: 2,700 kg/m³, about 168.6 lb/ft³
  • Concrete: 2,400 kg/m³, about 149.8 lb/ft³
  • Wood: oak 710 kg/m³ (about 44.3 lb/ft³) and pine 373 kg/m³ (about 23.3 lb/ft³). Wet or green wood weighs more.

Other alloys, rebar in concrete, lightweight mixes and different wood species will differ. Where a code or the maker publishes a weight for the piece, that figure governs, so confirm against it.

Worked example 1: steel plate

A steel plate 10 ft long, 4 ft wide and 1 in thick. Enter 120 × 48 × 1 in. Volume = 5,760 in³ = 3.333 ft³. Weight = 3.333 × 490.7 = 1,636 lb, which is 742 kg or 0.818 short tons. As a check, 40.9 lb per square foot × 40 square feet = 1,636 lb.

Worked example 2: pipe with rigging

One joint of pipe, 12.75 in OD, 0.375 in wall, 20 ft long, in steel. ID = 12.75 − 2 × 0.375 = 12.0 in. Wall area = π ÷ 4 × (12.75² − 12.0²) = 14.58 in². Volume = 14.58 × 240 = 3,499 in³ = 2.025 ft³, so weight = 2.025 × 490.7 = 994 lb. Add 150 lb of slings and shackles and the total at the hook is 1,144 lb, or 0.572 short tons.

These are original arithmetic examples, not exam questions.

Load weight questions

Do I use the calculated weight or the actual weight?

Use the actual weight whenever you have it. It comes from the tag, the mill sheet or shipping paperwork, a load cell or a scale. A calculated weight is a planning estimate for when nothing better is available, and it can be off if the alloy, wall thickness or moisture differ from the typical value.

Do I add the weight of the slings and shackles?

Yes. Everything hanging below the hook counts toward what the crane lifts. Add it here in the rigging box, then check the total against the chart. Your chart's notes say what to deduct for the hook block and other gear, and the net capacity calculator lays that subtraction out one step at a time.

What sling do I need once I know the weight?

Check the load against the sling's tagged rating for the hitch and angle you plan to use. The sling capacity calculator gives capacity by hitch and load per leg, and the sling angle calculator shows how a low angle raises the tension in each leg.

Once you have the total, the crane percent of capacity calculator shows it as a percent of the chart capacity you read.

Working out a load's weight before you rig it is a basic rigging skill, and it comes up in the NCCCO written exams. This tool shows the arithmetic and does not approve a lift.

Try one question

Question 1 of the free 10-question check on NCCCO written. No signup.

Question 1 of 10 · free checkUntimed

Operations

Which action creates side loading on a crane boom?

Choose an answer to begin

Free NCCCO written study plan

A week-by-week plan from today to your exam, weighted to the published exam outline. We show it here and email you a copy.

Ask Hook before you buy AI your Boom Angle study buddy

See what's on the NCCCO written exam, test yourself with 5 quick questions, or find the plan that fits you.

Published references

Preparing for the NCCCO written exams?

You just worked a load weight from shape and material. Load weight, rigging and chart questions sit in the written exam, and the free 10-question check shows which topics to fix first, no signup. The Boom Angle course drills them and explains every answer.

Take the free 10-question check

By the Boom Angle editorial team. Report an error.

Add this calculator to your site

Copy this HTML with its attribution link. The frame scrolls to include the calculator and explanations; no external script is needed.