Angle Weight Calculator – Equal & Unequal Angle | SheetGauge

Angle Weight Calculator

Calculate the weight of equal and unequal MS/steel angles by leg dimensions, thickness, length and material. Instant kg, lbs and kg/m results.

Instant Results Equal & Unequal 8 Materials ISA Reference Table Mobile Friendly

Angle Weight Calculator

Select angle type, enter dimensions, pick material and length — all results update instantly

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mm
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Weight / Piece
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Total Weight
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Weight / Metre
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kg/m
Per Piece (lbs)
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Total (lbs)
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Cross-Section Area
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How the Calculation Works

Step-by-step formula for angle cross-section area and weight

Equal Angle (A = B)
A (= B)
B (= A)
t
Both legs equal
Unequal Angle (A ≠ B)
A (longer)
B (shorter)
t
Different leg lengths
Cross-Section Area (mm²) = (A + B − t) × t
Weight per Metre (kg/m) = Area (mm²) × Density (g/cm³) ÷ 1000
Weight per Piece (kg) = kg/m × Length (m)
Total Weight (kg) = Weight per Piece × Quantity
For equal angles: A = B, so Area = (2A − t) × t  |  1 kg = 2.20462 lbs
STEP 1 — CROSS-SECTION AREA

Why (A + B − t) × t ?

The L-section is made of two rectangles: Leg A = A×t and Leg B = B×t. But the corner square (t×t) is counted twice, so it is subtracted once: Area = A×t + B×t − t² = (A+B−t)×t.

STEP 2 — UNIT CONVERSION

Area (mm²) × Density (g/cm³)

Area is in mm², density is in g/cm³. Multiplying and converting: mm² × mm (1 m = 1000 mm) × g/cm³ → divide by 1,000,000 for cm³ → divide by 1000 for kg. Net: Area × density ÷ 1000 = kg/m.

STEP 3 — STEEL SHORTCUT

MS Angle Quick Formula

For mild steel (7.85 g/cm³): kg/m = (A + B − t) × t × 0.00785. Multiplying by 0.00785 combines the density and unit conversion. Useful for mental arithmetic on site.

STEP 4 — TOLERANCE NOTE

IS 808 Mill Tolerance

IS 808:1989 allows ±3% on thickness and ±2.5% on width for hot-rolled angles. Always apply a 3–5% material wastage factor for cutting and procurement — see our Cutting Wastage Planning guide.

Worked Example — ISA 75×75×6, Length 6 m, Mild Steel:
Area = (75 + 75 − 6) × 6 = 144 × 6 = 864 mm²
kg/m = 864 × 7.85 ÷ 1000 = 6.78 kg/m  (IS 808 standard value: 6.8 kg/m ✓)
Weight per 6 m bar = 6.78 × 6 = 40.70 kg  |  10 bars = 407.0 kg

How to Use This Calculator

Get accurate angle weight results in seconds with these simple steps

1

Choose Angle Type

Toggle between Equal Angle (both legs same length) and Unequal Angle (different leg lengths) using the buttons at the top.

2

Enter Leg Dimensions

For equal angle, enter one leg (A). For unequal, enter both Leg A and Leg B in millimetres. Use the ISA reference table below if unsure of your size.

3

Enter Thickness

Type the wall/flange thickness (t) in mm. This is the same for both legs in standard rolled angles. Refer to your material certificate or IS 808 table.

4

Set Length & Quantity

Enter the bar length in metres (standard lengths are 6 m and 12 m) and the number of pieces to get the total project weight.

5

Select Material

Choose from Mild Steel, Stainless Steel 304/316, Cast Iron, Aluminum, Copper, Brass, Titanium, or enter a custom density in g/cm³.

6

Read & Apply Results

Results show kg/piece, total kg, kg/m, and lbs equivalents. Cross-check kg/m against the ISA reference table to validate your inputs.

ISA Angle Reference Table

Hot-rolled steel angle weights as per IS 808:1989. Click any row to auto-fill the calculator.

ISA Designation Size (mm × mm) Thickness (mm) Area (mm²) kg / m lbs / ft
ISA Designation Size (mm × mm) Thickness (mm) Area (mm²) kg / m lbs / ft

* IS 808:1989 (Reaffirmed 2018) — Hot Rolled Steel Equal & Unequal Angles. Density = 7.85 g/cm³. Calculated values using formula: Area = (A+B−t)×t. Reference: BIS IS 808 & ISMC Channel Weight.

Common Applications of Angle Sections

Where steel and metal angles are used across different industries

Structural Engineering

Angles are one of the most versatile structural sections — used as bracing, framing, and connections in steel buildings and bridges.

  • Roof trusses & purlins
  • Column base plates & cleats
  • Bracing members in frames
  • Staircase stringers

Fabrication & Manufacturing

Mild steel angles are a fabrication shop staple — readily available, easy to cut and weld, suitable for frames, brackets, and supports.

  • Machine frames & bases
  • Conveyor support structures
  • Shelf and rack systems
  • Equipment skids

Marine & Offshore

Stainless or galvanized angles resist corrosion in marine environments — used in decks, ladders, and structural members on ships and platforms.

  • Deck framing
  • Gangways & walkways
  • Pipe support brackets
  • Access ladder stringers

Storage & Logistics

Light to medium angles are the building blocks of warehouse racking, storage systems, and industrial shelving worldwide.

  • Pallet racking uprights
  • Industrial shelving
  • Mezzanine floor framing
  • Bin & drawer frames

Solar & Infrastructure

Aluminum and hot-dip galvanized angles are widely used in solar mounting structures and civil infrastructure for their lightweight and durability.

  • Solar panel mounting rails
  • Cable tray supports
  • Fencing & gate frames
  • Sign structures

Automotive & Transport

Lightweight aluminum and thin steel angles are used in vehicle body-building, trailers, and transportation infrastructure for weight-critical applications.

  • Truck body frames
  • Trailer subframes
  • Bus & rail car framing
  • Loading dock ramps

Pro Tips for Angle Weight Calculations

Best practices for engineers, estimators, and fabricators

Always Verify kg/m Against IS 808

Cross-check your calculated kg/m against the IS 808 table (or the ISA reference table on this page). A mismatch of more than 1% usually means an input error in leg size or thickness.

Add 3–5% for Cutting Wastage

Standard angle bars come in 6 m or 12 m lengths. Cutting to project sizes wastes 3–5% on average. Always order at least 5% over net quantity. See our Cutting Wastage Planning guide.

Equal vs Unequal — When to Use Which

Equal angles offer balanced stiffness in both directions — ideal for bracing. Unequal angles (longer vertical leg) are preferred for shelf brackets and lintels where different stiffness on each axis is needed.

Confirm the Leg is Nominal, Not Actual

The ISA designation (e.g., ISA 75×75×6) uses nominal dimensions. The actual rolled width can vary by ±2–3 mm per IS 808. For precision structures, measure the actual section with a calliper or request mill certificate values.

Galvanizing Adds ~600 g/m²

Hot-dip galvanizing (HDG) adds approximately 0.6 kg/m² of surface area to the bare steel weight. For thin angles, this can add 3–8% to total weight — significant for transport and structural dead load calculations.

Use kg/m for Procurement & Freight

Steel distributors quote angles by weight (per tonne). Calculate your total kg from this tool, add wastage, then divide by 1000 for tonnes to price your material and freight requirements accurately.

Related Calculators & Guides

More structural and weight tools on SheetGauge

Frequently Asked Questions

Common questions about angle weight calculation answered

What is the formula for calculating angle weight?
The cross-section area of an angle is: Area = (A + B − t) × t where A and B are leg lengths and t is thickness (all in mm). Weight per metre: kg/m = Area × density ÷ 1000. For mild steel, the shortcut is kg/m = (A + B − t) × t × 0.00785. Multiply kg/m by length in metres to get weight per bar.
What is the weight of a standard MS angle 75×75×6 per metre?
For ISA 75×75×6 mild steel: Area = (75+75−6)×6 = 864 mm². Weight = 864×7.85÷1000 = 6.78 kg/m (IS 808 tabulated value: 6.8 kg/m). A 6-metre bar weighs approximately 40.7 kg. Use the calculator above to try other sizes instantly.
What is the difference between equal and unequal angles?
Equal angles have both legs the same length (e.g., ISA 75×75×6) and provide equal stiffness in both directions — ideal for bracing, trusses, and back-to-back column sections. Unequal angles have different leg lengths (e.g., ISA 100×65×8) and are used where different flexural strength is needed on each axis, such as lintels, shelf brackets, and purlins where the longer leg carries more bending load.
What standard governs ISA angle dimensions and weights?
Indian Standard Angles (ISA) are governed by IS 808:1989 (Reaffirmed 2018) — "Dimensions for Hot Rolled Steel Beam, Column, Channel and Angle Sections." The standard covers both equal and unequal angles and specifies nominal dimensions, tolerances, and sectional properties. For structural design, angles are also covered under IS 800:2007 (General Construction in Steel).
How do I calculate the weight of an aluminum angle?
Use the same formula with aluminum density (2.70 g/cm³) instead of steel. Select Aluminum (2.70) from the material dropdown above. The same cross-section formula applies: Area = (A+B−t)×t mm², then kg/m = Area × 2.70 ÷ 1000. Aluminum angles weigh roughly 34% as much as equivalent MS angles — key for aerospace, transport, and weight-sensitive structures.
What is the standard length of an angle bar?
Most steel distributors stock angles in 6-metre standard lengths, with 12-metre lengths available for larger sizes. Some suppliers offer random mill lengths (typically 5.5–6.5 m). When ordering, confirm the length and account for 3–5% cutting wastage. The default length in this calculator is 6 m.
Does the formula account for root radius and toe radius?
No — the simplified formula (A + B − t) × t ignores fillet radii (root radius r1 and toe radius r2). IS 808 uses a more precise formula: A = (2b − t)×t + 0.2146(r1² − 2.4142×r2²). The difference is typically 1–3% for standard sections. For precise structural analysis, use IS 808 tabulated section properties. For quantity estimation and procurement, the simplified formula is accurate enough.
Are the ISA table values in this page engineering certified?
No. All values are planning approximations calculated using the simplified cross-section formula with a density of 7.85 g/cm³. They closely match IS 808:1989 tabulated values but are not a substitute for certified mill documents, material test reports, or official IS 808 publications. For structural design and procurement, always refer to certified standards and mill certificates.