Flat aluminium profile 15mm thickness 3mm

PROF-PLAT-15x3

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Flat aluminium profile 15mm thickness 3mm

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4,32 € tax excl.

5,18 € tax incl.


Min. 50 - Max. 2000
Min price :1.44 € HT

Flat aluminium profile 15mm

A=15mm

Thickness T=3mm

    Second moment of inertia (x10^4 mm^4) (x axis)0.003
    Second moment of inertia (x10^4 mm^4) (y axis)0.023
    Linear mass density (kg/m)0.122
    Cross section (mm²)45
    FinishTransparent grey anodised
    Main materialEN AW-6063-T5
    ColourGrey
    Sold byCustom Length


Results are provided on an indicative basis only; Systéal accepts no liability regarding the use of this module.

Please note: this simulator currently only works for aluminium profiles. Do not use it for other materials or for panels.

Stage 1: Enter details

Load Pin kgDistance a in mm
Length L in mmLength m in mm
Young's modulusN/mm²


Stage 2: Calculate results (do not forget to update the result after changing any values)



Stage 3: Determine your setup and its maximum load



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


How do I read the results?:

This setup is not recommended as the deflection is too high. Reduce the load or improve the setup.
The deflection is lower than the maximum recommended load. Your setup is OK.


Setup 1
in mm
in mm
in kg
in kg
Setup 2
in mm
in mm
in kg
in kg
Setup 3
in mm
in mm
in kg
in kg
Setup 4
in mm
in mm
in kg
in kg
Setup 5
in mm
in mm
in kg
in kg
Setup 6
in mm
in mm
in kg
in kg
Setup 7
in mm
in mm
in kg
in kg
Setup 8
in mm
in mm
in kg
in kg
Setup 9
in mm
in mm
in kg
in kg

Results are provided on an indicative basis only; Systéal accepts no liability regarding the use of this module.

Please note: this simulator currently only works for aluminium profiles. Do not use it for other materials or for panels.

Stage 1: Enter details

Load Pin kgLength L in mm
Young's modulusN/mm²


Stage 2: Calculate results (do not forget to update the result after changing any values)



Stage 3: Determine your setup and its maximum load



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

How do I read the results?:

This setup is not recommended as the critical buckling load has been exceeded. Reduce the load or improve the setup.
You have not exceeded the critical load. Your setup is OK.


Setup 1: for a beam that is pinned at both ends
in kg
Setup 2: for a fixed-fixed beam (mobile along the vertical axis)
in kg
Setup 3: for a fixed-pinned beam
in kg
Setup 4: for a fixed-free beam
in kg