I need to make a rectangular box sides out of a strip of brass. The box sides are 41mm x 26mm with three corners folded with minimal radius and one corner having a radius of 6mm. I have allowed for a 3mm flange to solder to one of the folded corners. This will then be mounted on 2mm brass and a lid fitted to create a tank for fuel. I have used bend deduction and bend allowance calculations to ensure finished dimensions are as stated and therefore the flat brass strip is shorter than merely adding the dimensions. What I can’t seem to fathom is where is the actual bend line?
I have used the below calculations
Bend Allowance
Bend Allowance is the arc length of the bend as measured along the neutral axis of the material.
Bend Allowance is calculated as BA = π / 180 x ‘B<’ (IR + K x MT)
Bend Deduction
Bend Deduction is the difference between the sum of the flange lengths (from edge to the apex) and the initial flat length.
Do not be intimidated by the length of the formula for Bend Deduction. It is long because it solves for the Out Side Set Back (OSSB) as well as the Bend Allowance: BD = 2 x (tan (‘B<’ / 2) * (IR + MT)) – BA. If you already know the Out Side Set Back, it’s simply: BD = OSSB – BA
is the fold line in the middle of the bend deduction for each fold and for the radius corner the radius bend starts at the OSSB measurement?
I could just use the measurements as described but wanted to learn a bit of sheet metal practice.
many thanks