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In this study some mathematical models in reliability systems were investigated, such as series , parallel , series parallel , parallel series and complex systems by using some methods such as ; path tracing method, reduction to series element method ,minimal cut method , event space method , composite method and decomposition method . A comparison was done between those methods to get the best reliability. Reliability allocation had been studied .The aim of it is to establish a goal or objective for the reliability of each component. Two methods had been used to find the reliability…mehr

Produktbeschreibung
In this study some mathematical models in reliability systems were investigated, such as series , parallel , series parallel , parallel series and complex systems by using some methods such as ; path tracing method, reduction to series element method ,minimal cut method , event space method , composite method and decomposition method . A comparison was done between those methods to get the best reliability. Reliability allocation had been studied .The aim of it is to establish a goal or objective for the reliability of each component. Two methods had been used to find the reliability allocation for series and complex systems. This study also discuss the reliability for non maintenance depending on the application of Markov and non Markov models.
Autorenporträt
Zahir A. Hassan is currently teaching at University of Babylon, Iraq. He has been awarded his B.Sc. in the field of mathematics in 2001 and M.Sc. in the field of applied mathematics, in 2006 from the dept. of Mathematics, University of Babylon. His field of expertise is the modelling of reliability systems. He published many papers in this field.