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The configuration of a repairable system directly influences its performance measures, such as mean time between failures and steady state availability.
Both the case of full state and partial state availability are considered and in the special case of Riesz-spectral operators, one can obtain an explicit bound on the convergence rate of the pairwise state errors.
System steady state availability for the centrifugal pump.
The evaluated value of steady state availability is: A_{text{pump}} = 0.9971375783.
Explicit expressions for the mean time to system failure and steady state availability have been developed.
A centrifugal pump is selected for steady state availability assessment using the proposed methodology involving CBM model.
Similar(40)
Intensity-voltage curves, normalized conductance-voltage relationship, steady-state availability and recovery from inactivation are simulated.
A Markov model is developed and equations are derived to obtain the steady-state availability.
Since the failure pattern along a tunnel axis consists of failed and unfailed sections with varying lengths, a two-state availability model is introduced.
Availability (or more precisely, steady-state availability) can be defined as the average probability of a connection operating over a time window that tends to infinity.
The time needed to replace a fully discharged battery in the mobile device is a parameter with high impact on steady-state availability, as well as the coverage factor for the failures of some cloud servers.
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