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Variation Simulation of Fixtured Assembly Processes for Compliant Structures Using Piecewise-Linear Analysis
Author(s) -
M.L. Stewart,
Kenneth W. Chase
Publication year - 2005
Publication title -
scholarsarchive (brigham young university)
Language(s) - English
Resource type - Conference proceedings
DOI - 10.1115/imece2005-82371
Subject(s) - piecewise linear function , finite element method , piecewise , computer science , variation (astronomy) , simple (philosophy) , algorithm , plea , population , deformation (meteorology) , residual , engineering , mathematics , structural engineering , geometry , materials science , mathematical analysis , physics , philosophy , demography , epistemology , sociology , astrophysics , law , political science , composite material
While variation analysis methods for compliant assemblies are becoming established, there is still much to be done to model the effects of multi-step, fixtured assembly processes statistically. A new method is introduced for statistically analyzing compliant part assembly processes using fixtures. This method yields both a mean and a variant solution, which can characterize an entire population of assemblies. The method, called Piecewise-Linear Elastic Analysis, or PLEA, is developed for predicting the residual stress, deformation and springback variation resulting from fixtured assembly processes. A comprehensive, step-by-step analysis map is presented for introducing dimensional and surface variations into a finite element model, simulating assembly operations, and calculating the error in the final assembly. PLEA is validated on a simple, laboratory assembly and a more complex, production assembly. Significant modeling issues are resolved as well as the comparison of the analytical to physical results.Copyright © 2005 by ASME

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