I need to connect two bricks onto a plate such that the plate is facing up, and the two bricks are facing out from above it at an angle (say 30 degrees) but are connected firmly, at opposite ends with their studs facing out.

Ideally this would fit in around a 2 x 4 brick size, and not be too fragile.

enter image description here

The top image shows the two plates (assume 2x2) facing out at an angle from the 4 by 4 plate below.

The bottom image is the same from above. What I'd like to figure out is what to put in between. Assume that there will be stuff attached to the 2x2 plates, enough that the standard 2x1 hinge will probably just flop.

  • 3
    A drawing would be nice
    – pcantin
    Dec 12, 2011 at 12:04
  • Can the two angled pieces be connected to one another? That would strengthen the overall structure.
    – gnovice
    Dec 12, 2011 at 18:46
  • The triangle is Isoceles, but not equilateral. The two angled pieces are not at 90 degrees to each other. Dec 13, 2011 at 10:14

2 Answers 2


How firm does it need to be? Wouldn't something like this be enough?


If not, you can try to lock the parts into place with "cheese" slopes, but it's not as neat:

Slopes! And cheese!

  • 1
    That should work. I'll have to dig around to find the 2x2 tops for the hinge, I definitely have cheese slopes - if I can find grey or dark blue ones - I think the bottom assembly would be perfect. Dec 12, 2011 at 20:13

I'm not quite sure what you mean, but could you use hinges?

Like these?

enter image description here

  • Perhaps click hinges - but normal hinges are too floppy. I am going to put together a drawing later (no scanner handy) to explain better what I want to achieve. That looks like an old hinge - the middle finger is missing. Dec 12, 2011 at 17:50
  • 1
    @DannyStaple: It shouldn't be floppy once it's built, since it forms an equilateral triangle it should hold well.
    – Ambo100
    Dec 12, 2011 at 18:56
  • Not sure you can make a 60° angle with these, though. Seems too acute.
    – Joubarc
    Dec 14, 2011 at 5:13

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