Engineering Design · span, deflection, section data

Maximum Span and Load for Aluminium Profiles

A 4040 profile carries about 150 kg over 2 m before deflection becomes the limit — not strength. Deflection governs, not yield: aluminium’s modulus is roughly one-third of steel’s, so serviceability (L/500 or L/360) fails long before the section reaches 6063-T5 yield.

Governing limit
Deflection (L/500 or L/360)
Example section
45×90, 4.10 kg/m, I≈68 cm⁴
Tolerance
EN 755-9
Read
10 minutes
Long aluminium T-slot beam spanning between steel support stands on a factory floor

Short answer

Size T-slot beams for allowable deflection, not for tensile yield. Use simply-supported mid-span load as a conservative screen: δ = F·L³ / (48·E·I) with E ≈ 69 GPa for 6063-T5. Catalogue-style tables often stop at L/1000; for automation and work surfaces prefer L/500 (2 mm at 1 m) and for general framing L/360. A typical 4040 (I ≈ 9–11 cm⁴) is stiff enough for many 1 m industrial bays; at 2 m the same section needs a second rail, a rectangular 4080 on the strong axis, or a mid support if you want flatness under heavy load. Site example: a 45 × 90 mm six-slot in 6063-T5 at 4.10 kg/m with I ≈ 68 cm⁴ on the strong axis. Extrusion tolerances EN 755-9: wall ±0.15 mm, straightness 1.5 mm/m, twist 2°. Fabrication: cut length ±0.5 mm, hole position ±0.2 mm, end square within 0.3 mm.

Close-up of aluminium T-slot profile under mid-span probe contact on a test bench
Span and section moment of inertia dominate deflection; alloy grade barely moves stiffness for 6xxx T-slot.

Is 3030 strong enough for a workbench

3030 is strong enough for a light workbench with short bays; it is usually not stiff enough as the sole perimeter of a loaded industrial bench, conveyor side rail, cleanroom equipment frame or CNC gantry at metre-class spans.

“Strong enough” in aluminium framing almost always means “stiff enough.” A typical 3030 has I around 2.5–3.3 cm⁴ and mass near 0.75–1.0 kg/m. Under a 50 kg mid-span load at 1 m, deflection is several millimetres — acceptable for a light assembly bench, not for a granite-feel top or a precision fixture base. Cleanroom equipment frames and CNC router gantries add vibration; conveyor frames add continuous distributed load. In those cases step to 4040 or a rectangular section, or shorten the bay with a post.

Use case3030 verdictWhen to upsize
Light workbenchOK if bays ≲ 0.8–1.0 mHeavy tops or >1.2 m spans
Conveyor frameLight belt, short pitch onlyDefault to 4040 / 4080
Cleanroom equipment frameRarely as primary rail4040 for stiffness + anodise
CNC router gantryNo as sole beam4080+ or twin rails
Guard / light rackYesOnly if impact loads rise
Mobile cart deckBorderline4040 if casters + load

What profile for a workbench that must not deflect more than 1 mm

To hold mid-span deflection to about 1 mm on a workbench rail, you need either a short span, a high-I section (4080/4590 strong-axis or heavier), or multiple parallel rails — a lone 2020 or 3030 at 1 m will not meet a 1 mm limit under useful loads.

Rearrange δ = F·L³ / (48·E·I) for I_min = F·L³ / (48·E·δ). With E = 69 GPa, δ = 1 mm, L = 1000 mm and F = 500 N (~50 kg), I_min ≈ 15 cm⁴ — above typical 4040 and into 4545/4080 territory depending on the catalogue section. At 1.5 m the required I grows by (1.5)³ ≈ 3.4×. State the load case on the drawing (mid-point vs uniform) so the supplier quotes the matching I.

SpanLoad (mid)~I needed for 1 mmPractical section
0.8 m50 kg~8 cm⁴4040
1.0 m50 kg~15 cm⁴4545 / light 4080
1.0 m100 kg~30 cm⁴4080 / 4590 strong
1.5 m50 kg~51 cm⁴4590 strong / twin 4040
1.5 m100 kg~100 cm⁴8080 or multi-rail
2.0 m50 kg~120 cm⁴8080 / mid post

Is 2020 stiffer than steel tube of the same outside size

No — a 2020 aluminium T-slot is not stiffer than a steel tube of the same outside envelope; aluminium’s E ≈ 69 GPa versus steel’s ~210 GPa means equal geometry deflects about three times more in aluminium.

T-slot wins on mass, corrosion resistance, modular hardware and cut-to-length fabrication — not on modulus. A thin-wall steel tube can still beat 2020 on bending stiffness while weighing more. Designers who need aluminium for hardware modularity compensate by upsizing the section (4040 or 4080) until I recovers the factor of three. Comparing only outside size without I and E is a false test.

MemberE (GPa)Relative δ (same I)When to choose
2020 Al T-slot~69~3× steelLight modular frames
3030 Al T-slot~69~3×Mid modular
4040 Al T-slot~69~3×Industrial modular
Steel tube same OD~2101×When modulus dominates
Al rectangular upsized~69Recover via higher IKeep Al hardware

How strong is a 2020 aluminium profile

A 2020 profile is “strong” enough in yield for light fixtures, but its usable capacity in frames is set by deflection and joint hardware, not by 6063-T5 tensile numbers.

Typical 2020: mass ~0.5 kg/m, I ~0.7 cm⁴, slot ~6 mm. At 500 mm mid-span, catalogue L/1000 allowable loads are on the order of 10 kgf; at 1000 mm they fall to a few kgf. 3030 (~3 cm⁴) multiplies stiffness several times; 4040 (~9–11 cm⁴) roughly an order of magnitude over 2020; 4080 on the strong axis jumps again. Quote strength as allowable load at a stated span and deflection ratio, or as I on the print — never as a single kilogram number without length.

Section~Mass (kg/m)~I (cm⁴)Role
20200.5~0.7Light / short
30300.9~2.8–3.3Light–medium
40401.5~9–11Industrial default
4080 (strong)~3.0~60–75Long / heavy bay
4545~1.8~14–1545-series frames
4590 (strong)4.10*~68*Wide industrial rail

*Site example: 45 × 90 mm six-slot, 6063-T5, 4.10 kg/m, I ≈ 68 cm⁴. Exact I varies by cavity design — use the mill drawing.

How do I calculate deflection of a 3030 beam

Calculate 3030 (or any T-slot) deflection with the Euler beam formula for your support case, using the catalogue I and E ≈ 69 GPa — then compare δ to L/500 or L/360, not to yield stress.

Simply supported, concentrated mid-span load: δ = F·L³ / (48·E·I). Simply supported, uniform total load W: δ = 5·W·L³ / (384·E·I). Cantilever end load: δ = F·L³ / (3·E·I). Keep units consistent (N, mm, MPa=N/mm², mm⁴). Example: I = 3.0 cm⁴ = 3.0×10⁴ mm⁴, L = 1000 mm, F = 200 N, E = 69000 N/mm² → δ ≈ 2.0 mm, which is L/500. Joints and open slots reduce real stiffness versus a perfect prismatic beam; treat the calculation as a screen and validate critical members.

Support / loadFormulaUse when
Simple / mid pointFL³/(48EI)Conservative screen
Simple / uniform5WL³/(384EI)Distributed top load
Cantilever / endFL³/(3EI)Overhangs, arms
Fixed-fixed / midFL³/(192EI)Only if ends truly fixed
Limit checkδ ≤ L/500 or L/360Acceptance on drawing

What is the maximum unsupported span by size

Maximum unsupported span is the length at which your chosen deflection limit is reached under the design load — not a single catalogue number — so the table below gives section properties you can drop into the formulas above.

Indicative values for common industrial T-slot families (6063-T5). Wall and I vary by die; confirm on the section drawing. Tolerances referenced to EN 755-9: wall ±0.15 mm, straightness 1.5 mm/m, twist 2°.

SectionWeight (kg/m)Ix (cm⁴)Wall (mm)Tolerance
3030~0.90~2.8–3.3~2.0EN 755-9
4040~1.50~9–11~2.0–2.5EN 755-9
4080~3.00~18 (weak) / ~65 (strong)~2.5EN 755-9
4545~1.80~14–15~2.0–2.5EN 755-9
45904.10*~68* strong~2.5EN 755-9
5050~2.50~22–27~2.5EN 755-9
8080~5.00~125–140~3.0EN 755-9
9090~7.00~200–210~3.0EN 755-9
100100~9.00~260–270~3.0–4.0EN 755-9

*45 × 90 mm six-slot example used on this site: 6063-T5, 4.10 kg/m, I ≈ 68 cm⁴.

Worked span screen (L/500, mid-point load, E = 69 GPa). Approximate allowable F at 1 m: 3030 ~100–120 N; 4040 ~350–450 N; 4080 strong ~2.5–3 kN; 8080 ~5 kN class. At 2 m, allowable F falls by about 8× for the same δ/L. That is why a 4040 “150 kg at 2 m” claim only holds with generous deflection, multiple rails, or a different support model — always write the limit on the RFQ.

RFQ checklist — span and load

  • Section and orientation — e.g. 4080 with 80 mm depth vertical.
  • Span and support — simple, continuous, or cantilever.
  • Load case — mid-point kg or uniform kg/m.
  • Deflection limit — L/500, L/360 or absolute mm.
  • I from drawing — do not assume a generic catalogue I.
  • Alloy / temper — usually 6063-T5 for T-slot.
  • Metres / die — 150 m existing, 500 m new.

Put δ ≤ L/500 (or your mm number) on the enquiry. That single line prevents strength-vs-stiffness arguments later.

Four span mistakes

Using yield stress as the stop6063-T5 yield is far above the load that already ruins flatness. Design to deflection.
Ignoring L³Doubling span multiplies deflection by eight at the same load. Add a post before upsizing twice.
Weak-axis 4080A 40×80 laid flat is not a “heavy” beam. Orient the deep leg into bending.
Trusting a CAD outline for ISlots and cavities dominate I. Use the mill’s section properties.

Related on this site

Terms used in this article

Second moment of area (I)
Section property that sets bending stiffness; units cm⁴ or mm⁴.
L/500
Deflection limit equal to span/500 (2 mm at 1 m); common for automation flats.
L/360
More permissive framing limit (about 2.8 mm at 1 m).
E (modulus)
~69 GPa for 6063 aluminium; ~210 GPa for steel.
EN 755-9
Dimensional tolerances for extruded aluminium used on this page.

Questions buyers ask

What standard are the tolerances measured against?

Extruded dimensions on our industrial profiles are referenced to EN 755-9: wall ±0.15 mm, straightness 1.5 mm/m, twist 2°. Fabricated features after sawing and CNC follow cut length ±0.5 mm, hole position ±0.2 mm and end square within 0.3 mm unless the drawing tightens them.

Can you supply a mill certificate?

Yes — a mill test certificate for alloy and temper (typically 6063-T5 for catalogue T-slot) can ship with the lot. Ask for EN 10204 type on the PO if your QA system requires it. Mechanical values on the cert confirm chemistry and temper; they do not replace a deflection check using I.

What is the minimum wall thickness?

For catalogue T-slot dies the wall is set by the tool — commonly around 1.5–3 mm depending on series. Custom dies can go thinner in 6063 than in 6061/6082, but tongue length in deep slots and press limits still apply. State a minimum wall on the drawing if anodising or structural calculation needs it.

How is weight per metre calculated?

Mass per metre is section area × density (~2.70 g/cm³ for 6063) from the die drawing, then verified on weighed bars. Catalogue kg/m is nominal; anodising adds a small mass. Use the drawing value for shipping weight estimates and the measured I for deflection.

Also searched as: aluminium profile max span, 4040 deflection table, 3030 workbench strength, T-slot load capacity, how to calculate aluminium profile deflection, L/500 aluminium frame.

Send the span, load and deflection limit

Give unsupported length, kg (point or uniform), L/500 or mm limit, and preferred section. We will return I-based allowable load and confirm EN 755-9 tolerances on the drawing before you order metres.

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