ts) Determine the steady-state availability for a system consisting of one active and two standby components. All units have identical failure rates and repair rates with only a single repair crew available and no failures in standby, as implied by the following rate diagram. In state 1 the active component is on-line, in state 2 the first backup is on-line, in state 3 the second backup is on-line, and in state 4 all three components have failed. Derive the steady-state equations and determine the steady-state availability if the failure rate is 2 per week and the repair rate is 5 per week. 2
ts) Determine the steady-state availability for a system consisting of one active and two standby components. All units have identical failure rates and repair rates with only a single repair crew available and no failures in standby, as implied by the following rate diagram. In state 1 the active component is on-line, in state 2 the first backup is on-line, in state 3 the second backup is on-line, and in state 4 all three components have failed. Derive the steady-state equations and determine the steady-state availability if the failure rate is 2 per week and the repair rate is 5 per week. 2
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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