Consider a power supply system that has two components (Net and Battery) connected in a Cold-Standby...
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Consider a power supply system that has two components (Net and Battery) connected in a Cold-Standby configuration: The primary power comes from a normal power network (Net). The Net's lifetime distribution follows an exponential distribution with a failure rate=1/400 failures/day; • In addition to that, a battery is kept charged and is used if necessary. The Battery's lifetime distribution follows an exponential distribution with a failure rate=1/50 failures/day. For a service time of 100 days, calculate the overall system reliability by assuming the switching is not perfect with a reliability of 0.95 and the standby component is instantaneously switched on when the first component fails. Input Switch Net Battery Output Consider a power supply system that has two components (Net and Battery) connected in a Cold-Standby configuration: The primary power comes from a normal power network (Net). The Net's lifetime distribution follows an exponential distribution with a failure rate=1/400 failures/day; • In addition to that, a battery is kept charged and is used if necessary. The Battery's lifetime distribution follows an exponential distribution with a failure rate=1/50 failures/day. For a service time of 100 days, calculate the overall system reliability by assuming the switching is not perfect with a reliability of 0.95 and the standby component is instantaneously switched on when the first component fails. Input Switch Net Battery Output
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Component Reliabilities Net primary power Lifetime distribution Exponential Failure rate 1400 failur... View the full answer
Related Book For
Introduction to Operations Research
ISBN: 978-1259162985
10th edition
Authors: Frederick S. Hillier, Gerald J. Lieberman
Posted Date:
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