The New Jersey Institute of Technology's
Electronic Theses & Dissertations Project

Title:	Structural reliability using finite element method
Author:	Liou, Che-Chen
View Online:	njit-etd1992-014 (x, 297 pages ~ 12.0 MB pdf)
Department:	Department of Mechanical and Industrial Engineering
Degree:	Doctor of Philosophy
Program:	Mechanical Engineering
Document Type:	Dissertation
Advisory Committee:	Levy, Nouri (Committee chair) Herman, Harry (Committee member) Droughton, John Vincent (Committee member) Geskin, E. S. (Committee member)
Date:	1992
Keywords:	Structures, Theory of Reliability (Engineering)--Statistical methods Finite element method
Availability:	Unrestricted
Abstract:	During the last decade, structural reliability theory has been treated in a large number of research papers; therefore, from being a subject only well known by a relatively small number of researchers, it has become an important engineering discipline. From the application point of view, many practical applications have been made successfully. In this dissertation some important fundamental concepts in statistics and in reliability theory are presented. The concept of failure mode can be defined as: A set of failed elements turn a structure into a mechanism. Usually, a structure has many possible failure modes; therefore, it will be necessary to estimate the reliability with respect to each specified failure mode, and then to estimate the overall reliability of the structure from a system point of view. In this dissertation the methodology of using ANSYS finite element software to identity the failure modes is introduced in detail. The modelling used in this dissertation is based on the assumption that the total reliability of the structure can be sufficiently accurately estimated by considering only a finite number of significant failure modes and then combining them in a complex reliability system. Usually, the reliability of a structural system is modeled by a series of failure modes each composed of failure elements assembled in parallel.