If 'Effective' is chosen, we apply a corrugation factor (~18%)
Standard Range: 0.3mm – 1.2mm
Please enter a valid thickness > 0
Total quantity for the project
Please enter a valid quantity >= 1
Steel / Galvanized Iron (7850)
Stainless Steel (7900)
Aluminium (2700)
Specific gravity of the metal
Total Estimated Weight
0.00 kg
Formula: Volume (m³) × Density (kg/m³)
Weight Per Sheet0.00 kg
Weight Per Area (kg/m²)0.00 kg/m²
Total Area (Flat)0.00 m²
Developed Width Used0.00 mm
Sheet Qty
Total Weight (kg)
Volume (m³)
Estimated weights based on increments of your order quantity.
Comprehensive Guide to Corrugated Steel Sheet Weight Calculation
Quick Summary: Accurate corrugated steel sheet weight calculation is critical for structural engineering, logistics planning, and cost estimation. This guide covers the mathematical formulas, density factors, and standard industry practices for determining the mass of corrugated metal roofing and siding.
What is Corrugated Steel Sheet Weight Calculation?
Corrugated steel sheet weight calculation is the process of determining the total mass of metal sheets used in construction, primarily for roofing and cladding. Unlike flat sheets, corrugated sheets have a wave-like profile that increases their strength-to-weight ratio. However, this profile also complicates weight estimation because the "developed width" (the width of the sheet if flattened out) is greater than the "effective width" (the width covered after installation).
This calculation is essential for:
Structural Engineers: To ensure the roof truss or supporting structure can bear the dead load of the sheeting.
Logistics Managers: To plan shipping requirements, as truck load limits are strictly regulated by weight.
Cost Estimators: Since steel is often priced by weight (per metric ton), accurate calculation directly impacts budget precision.
A common misconception is treating a corrugated sheet as a flat plane with dimensions equal to its cover width. Doing so underestimates the weight by 15-25% because it ignores the extra material stored in the corrugations.
Corrugated Steel Sheet Weight Calculation Formula
The core physics behind calculating the weight of any metal sheet relies on the relationship between volume and density. The challenge with corrugation is accurately determining the volume.
The General Formula
Weight (kg) = Length (m) × Developed Width (m) × Thickness (mm) × Density (kg/m³) ÷ 1000
Step-by-Step Derivation
Determine Developed Width: If you only know the Cover Width (e.g., 1000mm installed), you must apply a Corrugation Factor. For standard sinusoidal profiles, this factor is typically around 1.18.
Developed Width = Cover Width × 1.18
Calculate Volume: Multiply the Length, Developed Width, and Thickness. Note: Thickness is usually in millimeters, so conversion to meters is required for consistency.
Apply Density: Multiply the volume by the material density. Standard Galvanized Iron (GI) or Steel density is 7850 kg/m³.
Variables Table
Variable
Meaning
Unit
Typical Range
L
Length of the sheet
Meters (m)
1.8m – 6.0m
W (dev)
Developed/Flat Width
Meters (m)
0.9m – 1.25m
T
Thickness (Gauge)
Millimeters (mm)
0.3mm – 1.2mm
ρ (Rho)
Density
kg/m³
7850 (Steel)
Key variables used in standard weight estimations.
Practical Examples of Weight Calculation
Example 1: Roofing for a Warehouse
A contractor needs to install 100 sheets of corrugated steel. Each sheet is 3 meters long, has an effective cover width of 1 meter, and a thickness of 0.5mm. The profile is standard sinusoidal.
Weight per Sheet: 0.00177 m³ × 7850 kg/m³ = 13.89 kg
Total Weight: 13.89 kg × 100 sheets = 1,389 kg
Example 2: High-Gauge Fencing Sheets
Using thinner 0.3mm sheets for temporary fencing. Length is 2.4m, Flat Width (coil width) is known as 1220mm (1.22m).
Developed Width: 1.22 m (Known directly, no factor needed)
Volume: 2.4m × 1.22m × 0.0003m = 0.0008784 m³
Weight: 0.0008784 m³ × 7850 kg/m³ = 6.90 kg per sheet
How to Use This Corrugated Steel Sheet Weight Calculator
Our tool simplifies the math by automating the density and dimension conversions. Follow these steps:
Input Dimensions: Enter the Length and Width in millimeters. These are standard units in architectural drawings.
Select Width Type:
Choose Flat/Coil Width if you know the raw sheet width before it was bent.
Choose Effective/Cover Width if you are measuring a sheet already installed or based on roof coverage. The calculator will automatically add a material factor (approx. 18%) to account for the waves.
Set Thickness: Enter the thickness in mm. If you only know the Gauge (SWG/BWG), refer to a conversion chart (e.g., Gauge 26 ≈ 0.45-0.5mm).
Verify Quantity & Density: Ensure the material density matches your metal type (Steel vs Aluminium).
Analyze Results: Use the "Total Weight" for shipping logistics and "Weight per Area" for structural load analysis.
Key Factors That Affect Corrugated Steel Sheet Weight Results
Several variables can influence the final corrugated steel sheet weight calculation beyond simple dimensions:
Zinc Coating (Galvanization): The density of 7850 kg/m³ represents the steel core. Heavy galvanization (e.g., Z275 grade) adds a layer of zinc that slightly increases the weight per square meter, though usually negligible for rough estimates (adds ~0.2 kg/m²).
Thickness Tolerance: Manufacturing standards allow for slight variations in thickness. A "nominal" 0.5mm sheet might actually be 0.48mm, resulting in a slightly lighter total load.
Corrugation Depth (Pitch): Not all corrugations are equal. Deep-deck profiles consume more steel per meter of cover width than shallow profiles. Using a generic factor (like 1.18) is an approximation; precise engineering requires the exact profile stretching ratio.
Material Composition: While Carbon Steel is ~7850 kg/m³, Stainless Steel is slightly heavier (~7900 kg/m³), and Aluminium is significantly lighter (~2700 kg/m³). Mistaking the material type can lead to massive calculation errors (nearly 3x difference).
Paint and Finishes: Color-coated sheets (PPGI) have primer and paint layers. While thin, over thousands of square meters, this adds a small measurable mass.
Scrap and Overlap: In real-world purchasing, you calculate weight based on the sheets bought, not just the roof covered. Overlaps (end laps and side laps) mean you are purchasing more square meters of metal than the roof area, increasing the total project weight.
Frequently Asked Questions (FAQ)
1. What is the standard density of corrugated steel?
The standard density used for Carbon Steel or Galvanized Iron (GI) is 7850 kg/m³. This is the industry standard for most weight calculations.
2. How do I convert Gauge to Millimeters?
Gauge is an inverse scale. Common conversions are: 28 Gauge ≈ 0.38mm, 26 Gauge ≈ 0.46mm, 24 Gauge ≈ 0.60mm, and 22 Gauge ≈ 0.76mm. Always check the specific manufacturer's standard as SWG and BWG differ slightly.
3. Why is the "Developed Width" important?
Because corrugation bends the steel into waves, a sheet covering 1 meter of roof width actually contains about 1.15 to 1.25 meters of flat steel. Calculating weight based on cover width alone will underestimate the result.
4. Does the weight include the fasteners?
No. This calculation covers the steel sheet only. Screws, washers, and sealants add dead load but are calculated separately as accessories.
5. Is Aluminium lighter than Steel?
Yes, significantly. Aluminium density is approx 2700 kg/m³, making it about one-third the weight of steel for the same thickness and volume.
6. Can I use this for trapezoidal profiles?
Yes, but the "Corrugation Factor" might vary. Trapezoidal (box profile) sheets often have a different stretch ratio than sinusoidal (wavy) sheets. Using the "Flat Width" input option yields the most accurate results for any profile.
7. How accurate is this calculator for shipping?
It provides a theoretical weight. Actual shipping weight may vary by +/- 5% due to packaging pallets, strapping bands, and manufacturing tolerances.
8. What is the weight of a standard 10ft corrugated sheet?
A 10ft (3.048m) sheet with 0.5mm thickness and standard width typically weighs between 12kg and 15kg, depending on the exact profile and gauge.