# Probabilistic analysis of redundantsystems

by S. K. Srinivasan

Publisher: Springer-Verlag in Berlin, New York

Written in English ## Subjects:

• Reliability (Engineering) -- Mathematical models.,
• Redundancy (Engineering) -- Mathematical models.

## Edition Notes

Classifications ID Numbers Statement [by] S.K. Srinivasan [and] R. Subramanian. Series Lecture notes in economics and mathematical systems -- 175 Contributions Subramanian, R. LC Classifications TS173 Open Library OL21339318M ISBN 10 0387097368

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## Probabilistic analysis of redundantsystems by S. K. Srinivasan Download PDF EPUB FB2

1 Redundant Systems.- Introduction.- Repairable Systems.- 2-Unit Standby Redundant Systems.- Parallel Redundant System.- Multiple Unit Systems.- Gnedenko Systems.- Systems with Imperfect Switchover.- Priority Redundant Systems.- Intermittently Used Systems.- Optimization Problems in Reliability.- PROBABILISTIC ANALYSIS OF REPAIRABLE REDUNDANT SYSTEMS M.

Muller University of Pretoria etd – Muller, M A E () PROBALISTIC ANALYSIS OF REPAIRABLE REDUNDANT SYSTEMS by MARIA ANNA ELIZABETH MULLER submitted in accordance with the requirements for the degree of DOCTOR OF PHILOSOPHY in Systems Engineering.

Kumar I., Kumar A., Saini M., Devi K. () Probabilistic Analysis of Performance Measures of Redundant Systems Under Weibull Failure and Repair Laws. In: Vishwakarma H., Akashe S. (eds) Computing and Network by: 3. to the probability of failure for a given system. Redun-dancy is used to add to the systems overall availability and reduce a given systems probability of failure.

Redundancy Parallel Redundancy Two or more system components are operating simultaneously. Only one component is required to be working for the system to operate, and it shouldFile Size: 2MB. R, (October ). Probabilistic analysis of a two-unit parallel redundant system 4. Birolini, Some applications of regenerative stochastic processes to reliability theory, Part 1: Tutorial intro- duction; Part 2: Reliability and availability of 2 item redundant systems Cited by: 8.

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The effect of geometry of the system, the direction of load, and the degree of redundancy on the probability of complete survival of parachute-like system are also studied.

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