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LRFD for Bridge Substructure Design, Note 2 - Introduction Print E-mail
Written by Naresh C. Samtani   
Thursday, 21 June 2007
Article Index
Introduction
1.0 FOS and Pf
2.0 Reliability Index and Pf
3.0 Monte-Carlo Simulation
4.0 Target Reliability Index
5.0 FOS vs. Reliability Index
6.0-9.0 Wrapup
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Naresh C. Samtani, PE, PhD has contributed his second in a series of articles on LRFD for geotechnical engineering titled "LRFD for Substructures - Concept of Failure and Reliability Index". The first aricle was entitled "LRFD for Bridge Substructure Design - A Note on Limit States and Interaction between Structural and Geotechnical Specialists". Click through to read this interesting article.

LRFD for Substructures - Concept of Failure and Reliability Index

By Naresh C. Samtani, PE, PhD
President, NCS Consultants, LLC
E-mail: This e-mail address is being protected from spam bots, you need JavaScript enabled to view it or This e-mail address is being protected from spam bots, you need JavaScript enabled to view it

Editor's Note: Naresh is the employer of Randy Post, the owner and editor of GeoPrac.net.

In a previous article (NCS, 2007), the concept of limit state in the framework of Load and Resistance Factor Design (LRFD) as adopted by American Association of State Highway and Transportation Officials (AASHTO) was discussed.  A limit state was defined as a condition beyond which the bridge or component ceases to satisfy the provisions for which it was designed.  Once a limit state is exceeded, a failure is considered to occur from the perspective of the criterion or criteria for which the design was performed. 

The word “failure” connotes an unacceptable difference between expected and observed performance (Leonards, 1982).  The simplest manifestation of a failure may be in the form of cracking of an engineered component or structure during its design life.  Other manifestations may include loss of intended serviceability, excessive maintenance costs, economic losses, collapse and/or loss of life.  Since the design for the case of absolutely no failure is theoretically impossible within the context of stochastic processes and design for a very small probability of failure will be very expensive, a certain acceptable probability of failure, Pf, needs to be defined.  Thus, from practical considerations, an acceptable risk level should be determined for each limit state, i.e., the probability that a failure can occur.  In the AASHTO-LRFD framework (AASHTO, 2007), this is achieved by defining a reliability index, β (also referred to as safety index)  The use of the term “reliability index,” has an important psychological advantage, i.e., it avoids the negative connotation of the word “failure.”  This article discusses the concept of failure and reliability index.  Readers interested in a primer on LRFD are referred to NCS (2006).



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Last Updated ( Thursday, 21 June 2007 )
 
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