Reliability and Mean Time to System Failure of a Parallel System' by Using One or Two Decimal Random Data Points-Reference-Cited by-同舟云学术

Reliability and Mean Time to System Failure of a Parallel System' by Using One or Two Decimal Random Data Points

Published:2024-02-08 Issue: Volume: Page:
ISSN:2032-9407
Container-title:ICST Transactions on Scalable Information Systems
language:
Short-container-title:ICST Transactions on Scalable Information Systems

Author:

Kaur H,Sharma S K

Abstract

Focusing on Weibull failure rules, which govern the stopping of components, this work evaluates reliability metrics such as stability and the mean time to system failure (MTSF) of a structure that is parallel. These metrics' behaviour has been seen for one or two decimal random values of component failure rates, operation times, form parameters, and the total quantity of components used in the parallel structure. In order to analyze the variation in the ethics of reliability as well as MTSF, the particular case of the Weibull distribution has also been taken up.

Publisher

European Alliance for Innovation n.o.

Reference21 articles.

1. Permila, Malik SC, Munday VJ. A 2-out-of-2: G System with Single Cold Standby and Priority to Repair over Replacement. Int. J. of Statistics and Systems. 2016; 11: 27-36.

2. Chauhan SK, Malik SC. Reliability Measures of a Series System with Weibull Failure Laws. Int. J. of Statistics and Systems. 2016; 11(2): 173-186.

3. Moskowitz F, Mclean JB. Some Reliability Accepts of system Design. IRE Transactions Reliability and Quality Control. 1956; 8: 7-35.

4. Birnbaum ZW, Saunders SC. A Statistical Model for Life-Length of Materials. J. of Amer. Statistical Society. 1958; 53: 151-160.

5. Kao JHK. Computer Methods for Estimating Weibull Parameters in Reliability Studies. Trans. on Reliability and Quality Control. 1958; 13: 15-22.