Square tubes (SHS steel) are a common building material widely used in construction, machinery manufacturing, and other fields. They are typically made by bending cold-rolled and hot-rolled steel sheets. Their hollow structure gives them high strength and compressive strength, while also being lightweight, easy to process, and available in various specifications.
To facilitate engineering design, procurement, and processing, it is crucial to accurately understand the methods for calculating square tube dimensions, weight formulas, cross-sectional area calculations, and standard specifications. This article provides a complete guide to square tube dimension calculation.
The basic dimensions of a square tube are typically composed of the following parameters:
The side length of the square cross-section of the tube, such as 50 in 50×50mm.
The wall thickness of the tube, such as t = 2.0 mm.
B = A − 2t
Commonly 6 m, but can also be customized upon request.
Calculated based on cross-sectional area and density.
Square tubes are a common building material, frequently used in frame structures, supporting structures, and interior decoration. Based on size, square tubes can be classified into the following three types:
Width ≤ 20mm, Height ≤ 40mm, Thickness ≤ 2.0mm.
Width 20mm~200mm, Height 40mm~400mm, Thickness 2.0mm~12.0mm.
Width ≥ 200mm, Height ≥ 400mm, Thickness ≥ 12.0mm.

The formula for calculating the inner side length B is:
B = A – 2t
Where,
A = Outer side length
t = Wall thickness
Example:
Outer side length 50mm, wall thickness 2mm
B = 50 − 2×2 = 46 mm
Standard length:
6m (most commonly used)
12m Processing lengths: 3m, 4.5m, 5.8m, 8m, etc.
Actual project length calculation method:
L1 = L2 − L3
Where,
L1 = Effective length
L2 = Total length
L3 = Cutting allowance
The cutting allowance is usually 2–5mm (depending on the saw blade type).
The wall thickness of a square tube refers to its physical thickness, usually expressed in millimeters.
Its calculation method is:
Wall thickness = (Outer diameter - Inner diameter) ÷ 2
Where both the outer and inner diameters are in millimeters.
For example:
A square tube with an outer diameter of 60mm and an inner diameter of 50mm has a wall thickness of 5mm.
The cross-sectional area of a square tube can be calculated using the following formula:
S = A² − (A − 2t)² = (4At − 4t²)
Where,
A = Outer side length
t = Wall thickness
Example:
50×50×2.0 square tube
S = 4×50×2 − 4×2² = 400 − 16 = 384 mm²
The outer perimeter P of a square tube can be calculated using the following formula:
P = 4A
Where,
A = Outer side length
Example:
A = 100 mm
P = 4×100 = 400 mm
The weight of a square tube refers to the weight of each tube, usually expressed in kilograms.
Theoretical Weight Formula:
W=S×L×ρ
Where,
ρ = Density (generally 7.85×10⁻⁶ kg/mm³ for carbon steel)
L = Length (mm)
General Formula (in meters):
W (kg)=0.0157×(A−t)×t×L
(Commonly used industry empirical formula)
Example:
100×100×4.0, length 6m
W=0.0157×(100−4)×4×6=22.64 kg
In addition to the sizes calculated using the above formulas, square tubes also have some common standard sizes.
For example, international standards include 50×25mm, 80×40mm, and 100×50mm, while Chinese standards include 40×30mm, 70×50mm, and 100×80mm.
When selecting square tubes, you can choose the appropriate size according to your actual needs.
As a structural material, square tubes need to withstand certain loads during use.
Therefore, when selecting the size of square tubes, we need to fully consider their stress conditions, including static loads, dynamic loads, and impact loads.
Generally speaking, larger square tubes with stronger load-bearing capacity are suitable for applications with larger loads, while smaller square tubes are more suitable for light loads or auxiliary support scenarios.
|
Application Scenarios |
Recommended Square Tube Size |
|
Furniture, Lightweight Supports |
20×20、25×25、30×30 |
|
Indoor Frames |
40×40、50×50 |
|
Steel Structure Purlins |
80×80、100×100 |
|
Heavy-Duty Structures |
≥150×150 |
The usage environment of square tubes is also an important factor to consider when selecting sizes.
For example, square tubes used in humid or corrosive environments should be selected based on materials and sizes with good rust and corrosion resistance.
Furthermore, for applications requiring frequent movement or disassembly, smaller, lighter-weight square tubing may be more suitable due to its portability.
|
Environment |
Recommendations |
|
Outdoor, Humid |
Galvanized square tubing or wall thickness ≥ 2.5mm |
|
High Corrosion |
Stainless steel square tubing (304/316) |
|
High Temperature |
High-strength carbon steel square tube (Q355, Q460) |
While meeting usage requirements, we also need to consider the cost budget when selecting square tubing size.
Generally, larger square tubing uses more material, resulting in higher costs.
With a limited budget, we can reduce reliance on larger square tubing by optimizing structural design and selecting high-strength materials, thereby effectively controlling costs.
The wall thickness is determined by the design load, mechanical requirements, and the usage environment.
Common wall thickness ranges:
Small square tube: 1.0–2.0mm
Medium square tube: 2.0–4.0mm
Large structural square tube: 4.0–12.0mm
Common standards include:
GB/T 6728 (China)
EN 10219 (European standard)
ASTM A500 (American standard)
The three standards differ slightly in their dimensional settings.
Square tube (SHS steel): A = A (square cross-section)
Rectangular tube (RHS steel): A ≠ B (rectangular cross-section)
Rectangular tubes exhibit more pronounced directional bending resistance.
Square tubes have more uniform overall compressive strength.
Read more: SHS steel meaning