Suppose that the energy a wind turbine (WT) can produce before it fails for repair is...
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Suppose that the energy a wind turbine (WT) can produce before it fails for repair is exponentially distributed with an average value of 100 MWh (note that: IMWh-10 Watt-hour, for instance a 50W PC consumes 50 Watt-hour per hour). Answer the following questions: 1) What is the mean time between failures of this WT? 2) What is the failure rate of this WT? 3) What is the probability density function for WT lifetime? 4) What is the reliability function of this WT? Suppose that the energy a wind turbine (WT) can produce before it fails for repair is exponentially distributed with an average value of 100 MWh (note that: IMWh-10 Watt-hour, for instance a 50W PC consumes 50 Watt-hour per hour). Answer the following questions: 1) What is the mean time between failures of this WT? 2) What is the failure rate of this WT? 3) What is the probability density function for WT lifetime? 4) What is the reliability function of this WT?
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Managing Business Process Flows Principles of Operations Management
ISBN: 978-0136036371
3rd edition
Authors: Ravi Anupindi, Sunil Chopra, Sudhakar Deshmukh, Jan Van Mieg
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