A bolted aluminium profile shelf system in 40 x 40 mm T-slot uprights and 40 x 80 mm beams, with shelf levels adjustable in 40 mm steps and all joints made with T-slot hardware.
| Material | Aluminium |
|---|---|
| Alloy Grade | 6063-T5 |
| Temper | T5 |
| Section Size | 40 x 40 mm upright, 40 x 80 mm beam |
| Slot | 8 mm groove, M6 and M8 slot nuts, 40 mm module, 4 faces on the upright and 6 faces on the beam |
| Length | 6 m stock, cut to a cutting list to +/-0.5 mm |
| Tolerance | EN 755-9 / GB/T 6892, wall +/-0.10 mm |
| Surface | Mill finish / clear anodised / black anodised |
| MOQ | 300 |
| Lead Time | 18-28 days after deposit for mill finish |
| Loading Port | Shanghai / Ningbo |
| Supply Ability | 450 t per month |
| Payment Terms | T/T 30% deposit + 70% before shipment | L/C at sight |
| Trade Terms | FOB | CIF | EXW |
| Certifications | ISO 9001:2015 | EN 755-9 | RoHS | REACH |
Shelving system · 40 series bolted rack
A bolted aluminium profile shelf system is a set of 40 x 40 mm four slot T-slot uprights, 40 x 80 mm beams spanning between them, and shelf panels laid on the beams. Everything is bolted through the 8 mm groove with M6 or M8 T-slot hardware, so shelf levels move in 40 mm steps, bays can be added without cutting anything down, and the whole rack can be taken apart and rebuilt somewhere else. A single bay 1,200 mm wide, 600 mm deep and 2,000 mm tall with four levels is about 22 m of profile and around 40 kg of aluminium.
The number that decides whether the rack works is not the size of the upright or the beam. It is the capacity of the weakest element along the load path, and on a light or medium aluminium shelf that element is almost never the beam. A 40 x 80 beam on edge has a second moment of about 62 cm4, which at a 1,200 mm span allows over 500 kg per metre before either deflection or bending is reached. A shelf level rated at 150 kg is therefore limited by something else. This page works down the load path and shows where the real limits sit.

A shelf level looks like one object and behaves like five. The load starts on the panel, passes into the beams, then through the beam-to-upright connection, down the uprights, into the base plates, and finally into the floor. Each of those five links has a capacity, and the rack is rated at whichever capacity is smallest.
Working the path in order is the only way to size a rack sensibly, because the links differ by a factor of five or more and guessing which one is critical is how racks end up either overbuilt or, more often, quietly underbuilt in a place nobody looked at. The panel is usually the one people forget, and the floor fixing is the one people leave out of the drawing.
| Link | What it carries | What normally sets its capacity |
|---|---|---|
| Shelf panel | The distributed load on the level | Panel span between the two beams, and the panel material |
| Shelf beam | Half the level load at each end | Deflection or bending, whichever is lower at the span used |
| Beam to upright connection | The beam end reaction, in shear and in rotation | Number of bolts per end and whether the beam can rotate |
| Upright | The sum of all levels above, in compression | Buckling over the effective length, not compressive strength |
| Base plate and floor fixing | The whole rack, plus any side load | Anchor type and the overturning check |
Take the 40 x 80 mm beam on edge, which is the standard choice for a shelf level in the 40 series. Its second moment is about 62 cm4 about the strong axis and about 24 cm4 about the weak axis, both figures taken from the published section data for the standard wall extrusion. Two limits apply. The first is deflection, and for a shelf the sensible limit is span divided by 300, because beyond that the level visibly sags and the panel starts to rock. The second is bending stress, checked at a design stress of 60 MPa, which is a safety factor of about 1.8 on the 110 MPa proof stress of 6063-T5 between 3 and 25 mm wall.
| Span | Deflection limit, L/300 | Bending limit at 60 MPa | Which governs |
|---|---|---|---|
| 0.8 m | approx. 2,210 kg/m | approx. 1,185 kg/m | Bending |
| 1.0 m | approx. 1,130 kg/m | approx. 758 kg/m | Bending |
| 1.2 m | approx. 656 kg/m | approx. 527 kg/m | Bending |
| 1.5 m | approx. 336 kg/m | approx. 337 kg/m | Equal, the crossover |
| 1.8 m | approx. 194 kg/m | approx. 234 kg/m | Deflection |
| 2.0 m | approx. 142 kg/m | approx. 190 kg/m | Deflection |
The crossover at about 1.5 m is worth remembering. Below it the beam fails by bending first, so a heavier wall buys capacity. Above it the beam fails by sagging first, so a heavier wall buys very little and the answer is a shorter bay. If you want to know where to put the next upright, that is the number that tells you.
The striking part is how high both limits are. Even at a 1,200 mm bay, which is a long span for a workshop shelf, the beam allows more than 500 kg per metre of beam, or about 630 kg on the level, before anything is exceeded. A typical light or medium shelf level is rated at 100 to 200 kg. So the beam is carrying a load that is a fraction of what it could take, and the rating is coming from somewhere else.
That is not a reason to use a smaller beam. The beam also has to be stiff enough that the level does not rock when someone leans on one end, and it has to have a slot face deep enough to take the connection. But it is a reason to look at the other four links before you spend money on a heavier beam.
This is the link that most often sets the rating, and the reason is rotation rather than shear. A beam bolted to an upright with a single bolt at each end can rotate about that bolt, so as soon as the load is uneven the level tilts and the load concentrates at one end. The fix is not a bigger bolt; it is two bolts per end, or a bolt-on bracket that gives the beam a bearing face against the upright.
In shear the connection has a large margin. A single M8 T-nut in an 8 mm groove is commonly rated at around 7 kN design pull-out, and the beam end reaction on a 1,200 mm bay carrying 150 kg per level is under 800 N. The failure that actually happens in the field is the beam end working loose and the level going out of level, not a bolt shearing. That is why the drawing matters more than the bolt grade.
An upright fails by buckling, not by crushing. A 40 x 40 four slot section has a small second moment, and a 2,000 mm free length gives a slenderness ratio well past the point where stability, not strength, governs. Two things follow. First, the upright must be treated as a column with pin ends, because a bolted frame does not develop the fixity a welded frame does. Second, the effective length is the distance between the points that are actually restrained, which is why a tie at mid height is worth more than a heavier section.
Because a bolted corner is effectively a hinge, a free-standing rack is a hinged frame and has very little lateral stiffness of its own. In a workshop that usually does not matter until something pushes it. If the rack is against a wall, tie the uprights back to the wall at the top of each bay. If it stands free, it needs a diagonal in the down-aisle plane and another in the cross-aisle plane, at the ends of the run, in a bay that nobody needs to load from.
The panel spans between the front and back beam, not across the bay. On a 600 mm deep shelf that is a 600 mm panel span and it is rarely critical. On a 900 mm deep shelf it is 900 mm, and a 25 mm melamine-faced board at that span will sag under a point load in the middle long before the beams notice. Either use a thicker board, put a third beam down the middle, or use a steel deck panel, which is stiffer for the same thickness and does not care about moisture.
The panel also decides how the load reaches the beams. A rigid steel deck spreads a point load along the beam; a soft board does not, and all of it arrives at the nearest bolt. That is one reason two shelves with the same beams and the same stated load can behave differently.
The last link is the one most often left off the drawing. The uprights sit on base plates, and the base plates have to be anchored, because a rack is a tall thin structure and the load is at the top. Check overturning with the rack empty, since an empty rack is the worst case: the restoring moment comes only from the weight of the frame, while the overturning moment comes from whatever pushes it. An empty 2,000 mm rack on a 600 mm deep base is not difficult to push over.
Levelling feet and base plates are not the same thing. Levelling feet take the frame’s own weight and compensate for an uneven floor. Anchors take the side load. A rack with levelling feet and no anchors looks finished and is not fixed to anything.
A flat beam is a plain rectangular section laid on its side, and a panel laid on top of it sits on the beam’s upper face. That leaves a lip the height of the beam above the panel, so items cannot slide on and off across the beam. A step beam has a recess formed into the upper profile so the panel sits down inside it and finishes flush with, or just below, the top of the beam.
For a shelf where parts are lifted on and off by hand, the step beam is worth the extra cost, because a flush surface is the difference between sliding a box off the shelf and lifting it over a lip every time. For a shelf that holds static storage and is loaded from the front only, a flat beam with a retained panel is fine and cheaper.
We supply shelves as a cut list rather than as a kit of random lengths, because the two things that go wrong on a site-built rack are both length errors. Uprights are cut to the overall height minus the base plate, and beams are cut to the clear bay width minus the two connections. Get either wrong by 5 mm and the rack will not go together square, or the beams will not reach the slots.
Send the bay layout, the level heights and the load per level and we will return a cut list, a hardware list and an assembly drawing. Profile is cut to plus or minus 0.5 mm, deburred and bagged by level, so the rack is assembled rather than made on site. If you already have a frame and only need to add levels, send the section reference and we will match the existing hardware.
Tell us the bay width, the level heights, the depth and what each level has to hold. We will come back with a cutting list, a hardware list and an assembly drawing, and we will name the link that actually sets the rating.
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