Different estimation methods for constant stress accelerated life test under the family of the exponentiated distributions

AA Abdel Ghaly, HM Aly… - Quality and Reliability …, 2016 - Wiley Online Library
The Accelerated Life Testing (ALT) has been used for a long time in several fields to obtain
information on the reliability of product components and materials under operating …

Inference on constant-stress accelerated life testing based on geometric process for extension of the exponential distribution under type-II progressive censoring

AER Mohamed, SE Abu-Youssef, NSA Ali… - Pakistan Journal of …, 2018 - pjsor.com
In this paper, the geometric process is introduced as a constant-stress accelerated model to
analyze a series of life data that obtained from several increasing stress levels. The …

Reliability Analysis of Hybrid System Using Geometric Process in Multiple Level of Constant Stress Accelerated Life Test through Simulation Study for Type‐II …

M Kamal, S Khan, A Rahman… - Mathematical …, 2022 - Wiley Online Library
Numerous studies have already been attempted to explore the reliability of systems
considering mask data, though the mass of them has largely focused on basic series or …

A geometric process with Hjorth marginal: Estimation, discrimination, and reliability data modeling

H Demirci Bicer, C Bicer… - Quality and Reliability …, 2022 - Wiley Online Library
The geometric process is one of the important simple monotonic processes with a positive
ratio parameter in the theory of stochastic processes. Simply, it can be thought of as a …

[HTML][HTML] Application of geometric process in accelerated life testing analysis with type-I censored Weibull failure data

M Kamal - Reliability: Theory & Applications, 2013 - cyberleninka.ru
In Accelerated life testing (ALT), generally, the estimates of original parameters of the life
distribution are obtained by using the log linear function between life and stress which is just …

[PDF][PDF] Inference and optimal design of accelerated life test using geometric process for generalized half-logistic distribution under progressive type-II censoring

HM Aly, SO Bleed, HZ Muhammed - Journal of Data Science, 2020 - cfas.ruc.edu.cn
In this paper, the geometric process model is used for analyzing constant stress accelerated
life testing. The generalized half logistic lifetime distribution is considered under progressive …

[HTML][HTML] Accelerated life testing design using geometric process for generalized Rayleigh distribution with complete data

K Ullah, I Alam, SA Lone - Reliability: Theory & Applications, 2017 - cyberleninka.ru
The log-linear function between life and stress which is just a simple re-parameterization of
the original parameter of the life distribution is used to obtain the estimates of original …

Accelerated life testing design using geometric process for Marshall-Olkin extended exponential distribution with type II censored data

S Anwar, S Shahab - International Journal of Scientific …, 2014 - indianjournals.com
In this paper the geometric process is used for the analysis of accelerated life testing for
Marshall-Olkin Extended Exponential (MOEE) distribution using Type II censored data …

[PDF][PDF] Research Article Reliability Analysis of Hybrid System Using Geometric Process in Multiple Level of Constant Stress Accelerated Life Test through Simulation …

M Kamal, S Khan, A Rahman, RA Aldallal… - 2022 - academia.edu
Numerous studies have already been attempted to explore the reliability of systems
considering mask data, though the mass of them has largely focused on basic series or …

[PDF][PDF] Analysis of accelerated life testing using geometric process for frechet distribution

S Shahab, A Islam - International Journal of Innovative Research in …, 2013 - Citeseer
In Accelerated life testing (ALT), a log-linear relationship between life and stress is used.
However instead of original parameters, transformed parameters are used for estimation …