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Profilé aluminium en L 15x30
  • Profilé aluminium en L 15x30
  • Profilé aluminium en L 15x30
  • Square aluminium tube profile 40x80

Square aluminium tube profile 40x80

PROF-CARRE-40x80-2
€39.36 Tax excluded

Square aluminium tube profile 40x80

Quantity
Shipped within 6-8 days

Square aluminium tube profile 40x80

A=40mm

B=80mm

Thickness: 2mm

PROF-CARRE-40x80-2

Data sheet

Second moment of inertia (x10^4 mm^4) (y axis)
38.97
Second moment of inertia (x10^4 mm^4) (x axis)
13.11
Linear mass density (kg/m)
1.257
Cross section (mm²)
464
Main material
EN AW-6063-T5
Colour
Grey
Sold by
Custom Length

The results are given for information only and Systéal declines any responsibility concerning the use of this module.

Please note: this simulator currently only works with aluminum profiles. Do not use it for other materials and for plates.

Step 1: Fill in your data

Load (P) in Kg Distance a in mm
Length L in mm Length (m) in mm
Young's modulus N/mm²


Step 2: Calculate the result (don't forget to update after each change in value)



Step 3: Determine your assembly and its admissible load



The recommended maximum load is the load corresponding to the maximum deformation recommended by the manufacturer (1 / 1000th of the length of the beam)
in mm


How to read the results? :

your mounting is not recommended because the deformation will be too high. Reduce the load or improve your assembly.
the deformation is less than the maximum load. Your assembly is correct.


Mouting 1
in mm
in mm
in Kg
in Kg
Mouting 2
in mm
in mm
in Kg
in Kg
Mouting 3
in mm
in mm
in Kg
in Kg
Mouting 4
in mm
in mm
in Kg
in Kg
Mouting 5
in mm
in mm
in Kg
in Kg
Mouting 6
in mm
in mm
in Kg
in Kg
Mouting 7
in mm
in mm
in Kg
in Kg
Mouting 8
in mm
in mm
in Kg
in Kg
Mouting 9
in mm
in mm
in Kg
in Kg

The results are given for information only and Systéal declines any responsibility concerning the use of this module.

Please note: this simulator currently only works with aluminum profiles. Do not use it for other materials and for plates.

Step 1: Fill in your data

Load (P) in Kg Length (L) in mm
Young's modulus N/mm²


Step 2: Calculate the result (don't forget to update after each change in value)



Step 3: Determine your assembly and its admissible load



The critical buckling load (= maximum load) is calculated using Euler's formula. More information here.

How to read the results? :

your mounting is not recommended because the critical buckling load has been exceeded. Reduce the load or improve your assembly.
the critical load is not exceeded. Your assembly is correct.


Assembly 1: for a swivel beam at both ends
in Kg
Assembly 2: for a recessed beam - movable recessed (along the vertical axis)
in Kg
Assembly 3: for a recessed-swivel beam
in Kg
Assembly 4: for a recessed-free beam
in Kg