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Metal Weight Calculator

Construction

Calculate the weight of a solid round or square metal bar. Choose steel, aluminum, brass, copper, or stainless steel and get instant weight per piece and total.

0.112
11,200
1

Total Weight

34.03
Weight per Piece
34.03

This calculator computes your Total Weight, Weight per Piece from the values you enter.

Inputs
Bar ShapeDiameter / Side LengthLengthMaterialQuantity
Outputs
Total WeightWeight per Piece

What is a Metal Weight?

A Metal Weight Calculator determines how much a solid round or square metal bar weighs based on its dimensions, material, and quantity. Machine shops, fabricators, and metal suppliers rely on this calculation constantly — bar stock is priced and shipped by weight, and structural designs need accurate mass figures for load calculations.

The calculator works by finding the cross-sectional area of the bar (different formulas for round vs. square), multiplying by length to get volume, then multiplying by the selected material's density. Common materials include Steel, Aluminum, Brass, Copper, and Stainless Steel, each with a distinct density that significantly affects the final weight. If you're working with hollow tubing instead of solid bar, the Pipe Weight Calculator handles that calculation separately.

How to use this Metal Weight calculator

  1. Select the Bar Shape — Round or Square — matching your stock.
  2. Enter the Diameter / Side Length in inches (diameter for round bar, side length for square bar).
  3. Enter the Length of a single piece in inches.
  4. Select the Material — Steel, Aluminum, Brass, Copper, or Stainless Steel — to apply the correct density.
  5. Set the Quantity to the number of pieces in your order.
  6. Review the Total Weight result, shown as the highlighted primary output, along with Weight per Piece for individual handling reference.

Formula & Methodology

The calculator uses standard cross-sectional area formulas based on shape:

Round: area = π × (dimension ÷ 2)²

Square: area = dimension²

volume_in³ = area × length

weight_per_piece = volume_in³ × density

total_weight = weight_per_piece × quantity

Where dimension and length are in inches, and density is in lb/in³ (Steel 0.2836, Aluminum 0.0975, Brass 0.3048, Copper 0.3230, Stainless Steel 0.2860).

Worked example: 10 pieces of 1-inch diameter round steel bar, 120 inches long.
- area = π × (1 ÷ 2)² = 0.7854 in²
- volume = 0.7854 × 120 = 94.25 in³
- weight_per_piece = 94.25 × 0.2836 = 26.73 lb
- total_weight = 26.73 × 10 = 267.3 lb

Frequently Asked Questions

The calculator determines the cross-sectional area of a round or square bar, multiplies it by the bar's length to get volume in cubic inches, then multiplies that volume by the selected material's density in pounds per cubic inch. Finally, it multiplies the weight per piece by the quantity entered to give a total order weight. This mirrors the standard method metal suppliers use to calculate bar stock weight.
A round bar's cross-sectional area is calculated as π times the radius squared, while a square bar's area is simply the side length squared. Because a square bar of the same dimension has a larger cross-sectional area than a round bar (a circle inscribed in a square uses about 78.5% of the square's area), a square bar of equal dimension and length will weigh more than an equivalent round bar.
Density varies significantly across metals: steel is roughly 0.2836 lb/in³, aluminum is much lighter at 0.0975 lb/in³, while brass and copper are denser at 0.3048 and 0.3230 lb/in³ respectively. An aluminum bar of the same dimensions as a steel bar weighs roughly a third as much, which matters significantly for shipping cost and structural load calculations.
Select 'Round' as the shape, enter the bar's diameter and length in inches, choose 'Steel' as the material, and set the quantity. The calculator applies the formula π × (diameter ÷ 2)² × length × 0.2836 lb/in³ to return the weight per piece and total weight for your order.
The calculator uses 0.2836 lb/in³ for standard carbon steel, which is the widely accepted industry average. Stainless steel is slightly denser at 0.2860 lb/in³ due to alloying elements like chromium and nickel, so the two materials are listed separately for accuracy.
This calculator supports round and square bar shapes directly. For hex bar or other custom profiles, you can approximate by calculating the actual cross-sectional area of your shape separately and using the square bar option as a workaround, entering an equivalent side length that produces the same area.
Weight per piece is the mass of a single bar based on its dimensions and material, while total weight multiplies that figure by the quantity entered. Total weight is the number to use for shipping quotes and load calculations when ordering multiple identical bars.
A solid bar's weight is based on its full cross-sectional area, while a pipe is hollow and only the wall material contributes to weight. If you're working with tubing or hollow stock rather than solid bar, use the [Pipe Weight Calculator](/pipe-weight-calculator/) instead, which subtracts the inner diameter from the calculation.
Shipping costs for metal stock are usually based on weight, and structural applications require accurate weight figures for load-bearing calculations. Knowing the weight in advance also helps you verify a supplier's invoice and plan handling equipment for heavy bar stock.
The density figures used are standard industry averages for each material type and are accurate for most commercial-grade alloys. Actual density can vary slightly based on specific alloy composition and manufacturing process, so for critical engineering applications, confirm density with your material supplier's certified data sheet.
Also known as
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