60 x 60 mm four slot aluminium extrusion for robot cell gantry columns and beams. 4.3 kg/m standard, 6.4 kg/m heavy, 10.2 mm slot mouth.
| Material | Aluminium |
|---|---|
| Alloy Grade | 6063-T5 |
| Temper | T5 |
| Section Size | 60 x 60 mm |
| Slot | 10.2 mm mouth, 14 x 14 mm groove, M8 and M10 slot nuts, 4 faces, 48 mm pitch |
| Length | 6 m stock, cut to list to +/-0.5 mm |
| Tolerance | EN 755-9 / GB/T 6892, wall +/-0.15 mm |
| Surface | Mill finish / clear anodised / black anodised |
| MOQ | 400 m for mill finish; heavy variant from 300 m |
| Lead Time | Typically 20 to 30 days after deposit for mill finish, 25 to 35 days for the heavy variant |
| Loading Port | Shenzhen, Guangzhou, Ningbo |
| Supply Ability | Extrusion and machining of heavy sections up to 120 mm envelope |
| Payment Terms | T/T 30 per cent deposit, balance against copy of bill of lading |
| Trade Terms | FOB, CIF, CFR, EXW |
| Certifications | Mill certificate to EN 10204 3.1 on request, RoHS and REACH declarations |

When the load is not the problem but the height is. A 60 x 60 mm four slot aluminium extrusion at about 4.3 kg/m is not a strong section in absolute terms — a 40 x 40 heavy will often carry as much in pure compression. What the 60 x 60 buys is resistance to bending over a long unsupported length, and that is what a robot cell gantry actually needs, because a fence post or a gantry column is loaded sideways far more often than it is loaded downwards.
Three cases where it is the right answer: a fence column between 2.0 and 3.0 m tall, a gantry beam spanning 1.5 to 2.5 m with light tooling on it, and a frame upright that has to resist a door being pushed or a pallet truck being nudged into it. Below those spans a 40 series is usually enough. Above them, no single extrusion is the answer and the design needs a truss or a steel section.
Looking for a 20 x 60 mm rail rather than a 60 x 60? That is a different section with a different slot system — see the 20 x 60 mm eight slot profile. The two are often confused because the numbers are the same in a different order, and the sections are not interchangeable.
Almost certainly not, and it is worth doing the sum anyway because the answer changes fast with length. For a slender column the critical load is given by Euler: P critical equals pi squared times E times I, divided by the square of the effective length. The effective length is the real length multiplied by a factor that depends on how the ends are held — 1.0 for pinned-pinned, 0.7 for fixed-pinned, 0.5 for fixed-fixed, and 2.0 for a free-standing cantilever.
The worked example below uses E = 70,000 N/mm2 for 6063 and an estimated I = 4.5 x 10^5 mm^4 for the 60 x 60 four slot envelope. That inertia figure is an estimate for this envelope, not a certified section property — substitute the value from the section data you are actually using, because every load in the table scales linearly with it.
| Effective length | Pinned-pinned (K = 1.0) | Fixed-pinned (K = 0.7) | Cantilever (K = 2.0) |
|---|---|---|---|
| 1.5 m | 138 kN | 282 kN | 34.5 kN |
| 2.0 m | 77.7 kN | 159 kN | 19.4 kN |
| 2.4 m | 54.0 kN | 110 kN | 13.5 kN |
| 3.0 m | 34.5 kN | 70.5 kN | 8.6 kN |
Two things to take from this. First, a 2.4 m pinned column at 54 kN is far beyond anything a robot fence will see — a fence panel weighs tens of kilograms, not tonnes. Buckling is therefore not the governing case for a cell fence. Second, look at the cantilever column: at 13.5 kN it is four times weaker than the pinned case, so how the base is fixed matters more than the section.
Deflection under lateral load, and the stiffness of the base connection. A fence column that sways 20 mm when someone leans on it will not collapse, but the panels will rattle, the door will not latch, and the cell will fail its guarding inspection. Design against a sway limit, not against a buckling load.
For a machine guard, a common working limit is height divided by 200 at the top of the column under the design lateral load. On a 2.4 m column that is 12 mm. It is a practical limit, not a code requirement — check what the guarding standard your customer works to actually says.
Deflection of a simply supported beam with a point load at mid span is P times L cubed, divided by 48 E I. The cube is what makes span the dominant variable: doubling the span increases the deflection eightfold for the same load and section.
| Span | 500 N at mid span | 1000 N at mid span | 2000 N at mid span |
|---|---|---|---|
| 1.0 m | 0.33 mm | 0.66 mm | 1.32 mm |
| 1.5 m | 1.12 mm | 2.23 mm | 4.47 mm |
| 2.0 m | 2.65 mm | 5.29 mm | 10.6 mm |
| 2.5 m | 5.17 mm | 10.3 mm | 20.7 mm |
| 3.0 m | 8.93 mm | 17.9 mm | 35.7 mm |
Same assumptions as the buckling table: E = 70,000 N/mm2 and I = 4.5 x 10^5 mm^4. At a 2 m span with 200 kg hanging in the middle, 10.6 mm of sag is visible and will upset any precision process under the gantry. That is the real reason gantries are built from deep sections rather than square ones — a 60 x 120 has roughly eight times the inertia of a 60 x 60 in its strong direction for twice the mass.
A gantry beam is usually loaded at a moving point, not at mid span. Deflection is worst at mid span, so design for that position even if the tool spends most of its time at one end.
On the standard 60 x 60 the centre carries a bore that takes an M16 thread on the heavy variant. It is there for three jobs: an end connection where two lengths butt together, a levelling foot or castor with a central stud, and a lifting point during assembly. It is not a structural through-bolt hole for a base plate — the wall around it is thin, and a bolt tightened hard through the centre of the section will crush the bore rather than clamp the joint.
The base connection is where a gantry or fence column actually gets its stiffness, and it is usually the weakest link in an otherwise adequate design. A column bolted to the floor with four M10 anchors through a base plate behaves closer to fixed than to pinned — but only if the plate is thick enough not to flex and the anchors are spaced far enough apart.

Three sources, and the smallest of them is usually the one that gets designed for.
| Source | Order of magnitude | How it is normally handled |
|---|---|---|
| Door slam | A few hundred newtons at the latch, applied dynamically | Design the door frame and latch, not the column |
| Person leaning or pushing | Around 0.5 to 1 kN at chest height | This is usually the governing case; design the column to a sway limit |
| Pallet truck or trolley impact | Several kilonewtons, unpredictable | Protect with a separate barrier, do not design the fence for it |
| Wind on an outdoor cell | Depends on panel area and location | Calculate from the panel area; an open mesh panel is far lower than a solid one |
The practical conclusion: do not use the fence as an impact barrier. A separate protection post in front of the column costs a fraction of the column and takes the damage without affecting the guarding.
The step from 4.3 to 6.4 kg/m is a 49 per cent increase in mass for roughly a 50 per cent increase in inertia, so stiffness per kilogram is essentially unchanged. The heavy section does not buy efficiency — it buys absolute stiffness in the same footprint. If the footprint is free, a larger standard section is usually the better trade.
Browse 60 Series Aluminium Profiles, Strut Profiles, the 60 x 60 mm four slot column, or see the 60 x 60 mm heavy variant with M16 fixings for the full section data.
Approximately 4.3 kg/m in the standard variant and 6.4 kg/m in the heavy variant, both with a 10.2 mm slot mouth, 14 x 14 mm groove and 48 mm slot pitch.
Fence columns are normally 2.0 to 3.0 m. Buckling is not the limit at that height; lateral sway is. Check the sway at the top of the column against a limit such as height divided by 200 under the design lateral load.
Yes, but treat it as a cantilever column and use the K = 2.0 case. The load capacity drops to roughly a quarter of the pinned case, so a cantilever arm needs a much stiffer base or a brace back to the structure.
For the fence and the gantry structure, yes — the design is stiffness governed, not strength governed. Where a column is also a machine guarding structural element with a stated impact rating, the requirement should be checked against the guarding standard rather than assumed from the alloy.
Yes. Send the cell layout with column heights, panel sizes and door positions. Columns are cut to length and drilled for brackets on a jig, so the door openings come out square across the whole run.
Send the span and the load rather than the section. On a gantry the span decides the section almost every time, and the section people ask for is often one size small.
Tell us the column height, the gantry span, the load on it and how the base is fixed. We will run the deflection and buckling check against the section and come back with the standard or heavy variant and a price.
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