hmewrk_05_04 - compensate for springback is to overbend the...

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Homework #5: Springback 2.008 Design and Manufacturing II Spring 2004 Out: March 31 st Due: April 07 th Problem 1 As demonstrated in class, springback is a problem which must be addressed when bending sheet metal. It occurs because there is always an elastic region (albeit, sometimes very small) within the sheet which wants to return to its original state after the bending operation. The springback of the bent sheet can be approximated using the expression R Y 3 R Y R i = 4 i 3 i + 1 (1) R f E T E T where, as shown in Figure 1, R i and R f are the initial and final bend radii, Y is the yield strength and E is the elastic modulus of the metal, and T is the thickness of the sheet. As illustrated in Figure 1, the main effects of springback are that the final radius of curvature is larger than the initial radius and the final bend angle, α f , is smaller than the initial angle, α i . One approach to
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Unformatted text preview: compensate for springback is to overbend the part (i.e., bend the sheet more than you want, hoping that it will spring back to the desired shape). Consider the bending of an aluminum sheet (Al 1200-O) with Y=5075 psi, E=10 6 psi, and T=1/8 in. a) Which case will result in more springback: R i = 1 in or R i = 2 in? Why? b) You are given a sketch of the setup for bending operation as shown in Figure 2. The target angle for the bend is 90 and R i = 2 in. The process engineers arent certain how much of an angle to specify for the initial bend. After assuming that the length of the bent region of the sheet, s, stays constant and doing some geometry, they used Eq. 1 to find that the difference between the initial and final bend angles will be approximately 2. What value ? should they specify for Figure 1: schematic of springback bending Figure 2: sketch of V-die bending...
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This note was uploaded on 02/23/2012 for the course MECHANICAL 2.008 taught by Professor Jung-hoonchun during the Spring '04 term at MIT.

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