51. Analytical solutions for process-induced spring-in of U-shaped composite parts.
- Author
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Chen, Junlei, Wang, Jihui, Li, Shuxin, Wang, Changzeng, and Ding, Anxin
- Subjects
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ANALYTICAL solutions , *GEOMETRY , *FLANGES - Abstract
Analytical solutions for predicting spring-in angles of U-shaped composite parts generating in rubbery and glassy states are proposed. In the newly developed analytical solutions, the process-induced distortions of web and flange are mathematically converted to spring-in angles within the scope of small deformation theory, and then corresponding analytical expressions of web, corner, flange and total spring-in are separately derived. These new solutions can quantitatively give the correlation of web, corner, flange and total spring-in with material properties-related and geometrical configuration-dependent parameters, and evaluate the spring-in angles of multi-angle ply composite parts just using lamina properties. The reliability of newly proposed analytical solutions is checked by the comparison between the analytically calculated and experimentally measured spring-in angles for unidirectional and quasi-isotropic U-shaped composite parts. Meanwhile, numerical simulations on the U-shaped composite parts with various geometries and layups also provide a favourable agreement with analytical results. • Analytical solutions for spring-in of U-shaped composite parts are proposed. • New solutions can quantify effect of properties and geometry on spring-in angle. • New solutions can evaluate the spring-in angles just via lamina properties. • The reliability of solutions is experimentally and numerically validated. [ABSTRACT FROM AUTHOR]
- Published
- 2021
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