No part of this publication may be reproduced, or transmitted, or stored, in any form or by any means, electronic, mechanical, photocopying, recording, or otherwise, without the prior written permission of, Sixth Edition Reformatted for Internet, ©2012
Please Donate if you find this site helpful. Thank-You!
90 Degree Bends
When developing flat length for 90 degree bends always make sure the dimensions are outside to outside . Using the example to the right let us say the material thickness is .050 and the bend radius is .032. Our bend allowance would be: (.0078 x .050 + .01743 x .032) x 90 = .085 Now we can calculate the bend deduction: 2 x (.050 + .032) = .164 .164 - .085 = .079 B.D. Look at the two pictures closely and notice the different way each is dimensioned. They are both identical parts. The first picture is shown dimensioned like a typical blueprint. The second is the dimensions we need for our flat pattern development. We got the bottom dimensions from the information on the first drawing. Note that the .370 dimension is located from outside of a bend to the inside of a bend. We will have to add a material thickness to the .370 dim. making it .420. The 1.050 dim. on the bottom picture came from subtracting .740 from 1.740 which would give us a distance of 1.000 from outside to inside. Now we have to add a material thickness to the 1.000 dim. making it 1.050 which now gives us all of our outside dimensions. We can do our development next. Below is an easy way of keeping track of our bends and bend deductions. You can count the B.D.'s and see that we are figuring for 3 bends. .740 -.079 B.D. .661 +.420 1.081 -.079 B.D. 1.002 +1.050 2.052 -.079 B.D. 1.973 +1.000 2.973 = Flat stretch out