Consider a system which has n independent components (or subsystems) each consisting of m dependent elements. Let , i=1,2,...,n denote the random strength vector of the ith component, where denotes the random strength of the jth element of the ith component. The elements of the components are subjected to a common random stress over time. In this paper, we setup a multivariate stress-strength model based on the conditional ordering between s and and evaluate the reliability of coherent structures in this setup.62H10 62P30 Coherent structures Conditionally ordered order statistics Consecutive k-out-of-n system Stress-strength reliability
In this paper, we estimate the reliability of a parallel system with two com-ponents. We assume the ...
Consider a system which has n independent components whose time dependent strengths Y1(t ), Y2 (t ),...
A multicomponent system of k components having strengths following k- independently and identically ...
AbstractConsider a system which has n independent components (or subsystems) each consisting of m de...
In this paper, we estimate the reliability of some parallel and series multi-component stress–streng...
A stress-strength model is formulated for a multi-component system consisting of k identical compo...
SummaryMost of the real life systems categorized basically into electrical and non-electrical are su...
Most of the real life systems categorized basically into electrical and non-electrical are subject t...
In this paper, the mean remaining strength (MRS) evaluation of a multi-state component and a multi-s...
AbstractIn this paper, we estimate the reliability of some parallel and series multi-component stres...
In this paper, estimation of reliability of time dependent stress strength system for n number of cy...
A multicomponent system of k components having strengths following k– independently and identically ...
In this paper we study stress-strength reliability for a general coherent system. The exact expressi...
In this study, we consider a multicomponent system which has k statistically independent and identic...
WOS: 000284222800013The two most commonly used reliability models in engineering applications are bi...
In this paper, we estimate the reliability of a parallel system with two com-ponents. We assume the ...
Consider a system which has n independent components whose time dependent strengths Y1(t ), Y2 (t ),...
A multicomponent system of k components having strengths following k- independently and identically ...
AbstractConsider a system which has n independent components (or subsystems) each consisting of m de...
In this paper, we estimate the reliability of some parallel and series multi-component stress–streng...
A stress-strength model is formulated for a multi-component system consisting of k identical compo...
SummaryMost of the real life systems categorized basically into electrical and non-electrical are su...
Most of the real life systems categorized basically into electrical and non-electrical are subject t...
In this paper, the mean remaining strength (MRS) evaluation of a multi-state component and a multi-s...
AbstractIn this paper, we estimate the reliability of some parallel and series multi-component stres...
In this paper, estimation of reliability of time dependent stress strength system for n number of cy...
A multicomponent system of k components having strengths following k– independently and identically ...
In this paper we study stress-strength reliability for a general coherent system. The exact expressi...
In this study, we consider a multicomponent system which has k statistically independent and identic...
WOS: 000284222800013The two most commonly used reliability models in engineering applications are bi...
In this paper, we estimate the reliability of a parallel system with two com-ponents. We assume the ...
Consider a system which has n independent components whose time dependent strengths Y1(t ), Y2 (t ),...
A multicomponent system of k components having strengths following k- independently and identically ...