Citation

Zhang F, Xu X, Cheng L, Tan S, Wang W, Wu M. Safety Sci. 2020; 125: e104615.

Copyright

(Copyright © 2020, Elsevier Publishing)

DOI

10.1016/j.ssci.2020.104615

PMID

unavailable

Abstract

This paper presents a method for the reliability and sensitivity analysis of mechanical systems using truncated and correlated normal variables. First, a model for estimating the reliability of such systems is established. Second, the failure probability and reliability sensitivity are calculated using the Monte Carlo method, and the influence of the normal input variables on the failure probability and reliability sensitivity is analyzed. The proposed method is then applied to four-bar linkage and squaring machine examples to demonstrate the applicability of the proposed analysis model. Finally, it is shown from the analysis results that it is critical that the failure probability and reliability sensitivity be estimated with consideration of the correlated and truncated distributions of mechanisms with normal input variables. This paper focuses on precision reliability and reliability sensitivity analysis of mechanism movements to demonstrate how the proposed analysis process can be best implemented.

Language: en

Keywords

Correlated variables; Monte Carlo method; Reliability analysis; Sensitivity analysis; Truncated normal distribution