Sheet Metal Joint Configurations and Their Variation Characteristics

Author:

Liu S. Charles1,Hu S. Jack1

Affiliation:

1. Department of Mechanical Engineering and Applied Mechanics, The University of Michigan, Ann Arbor, MI 48109

Abstract

In sheet metal assembly, joints are designed to facilitate welding the parts. The three basic joints used in sheet metal assemblies are lap (slip) joints, butt joints, and butt-lap (corner) joints. Each joint configuration has its own variation characteristics. However, the currently available variation analysis methods, such as worst case analysis, root sum squares, etc., are not applicable to deformable sheet metal because they are based on rigid bodies. This paper analyzes the variation characteristics of simple assemblies constructed from the three basic joints, using Mechanistic Variation Simulation. Mechanistic Variation Simulation combines engineering structural models with statistical analysis in predicting deformable sheet metal assembly variation. Furthermore, the variation characteristics of the boxes constructed from the three basic joints are also evaluated. The developed models and analysis provide an improved understanding of sheet metal product design and process design.

Publisher

ASME International

Subject

Industrial and Manufacturing Engineering,Computer Science Applications,Mechanical Engineering,Control and Systems Engineering

Reference14 articles.

1. Chase, K. W., and Parkinson, 1991, “A Survey of Research in the Application of Tolerance Analysis to the Design of Mechanical Assemblies,” Research in Engineering Design, No. 3, pp. 23–37.

2. Craig, M., 1989, “Managing Variation by Design Using Simulation Methods,” Failure Prevention and Reliability, ASME Publ. No. DE-Vol. 16, pp. 153–163.

3. Early, R., and Thompson, J., 1989, “Variation Simulation Modeling—Variation Analysis Using Monte Carlo Simulation,” Failure Prevention and Reliability, ASME Publ. No. DE-Vol. 16, pp. 139–144.

4. Fortini, E. I., 1967, Dimensioning for Interchangeable Manufacturing, Industrial Press, New York. p. 48.

5. Greenwood W. H. , and ChaseK. W., 1988, “Worst Case Tolerance Analysis with Nonlinear Problems,” ASME JOURNAL OF ENGINEERING FOR INDUSTRY, Vol. 110, Aug., pp. 232–235.

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