Package org.jreliability.function.common
Provides the commonly used
Function
s and
UnreliabilityFunction
s for the reliability
analysis.-
Class Summary Class Description ConstantFailureFunction TheConstantFailureFunction
returns a constant failure probability for which it must hold that
0 =< failure probability =< 1
.ConstantReliabilityFunction TheConstantReliabilityFunction
returns a constant success probability for which it must hold that
0 =< failure probability =< 1
.ExponentialFailureFunction TheExponentialFailureFunction
represents the exponential behavior of cumulative failure probability
F(x) = 1 - e^-(alpha * x)
of a failure caused with a fixed rate/probability of occurrencealpha > 0
.ExponentialReliabilityFunction TheExponentialReliabilityFunction
represents the exponentialReliabilityFunction
R(x) = 1 - F(x) = e^-(alpha * x)
withalpha > 0
.HjorthReliabilityFunction TheHjorthReliabilityFunction
represents the HjorthReliabilityFunction
LognormalReliabilityFunction TheLognormalReliabilityFunction
represents the lognormalReliabilityFunction
NMWDReliabilityFunction TheNMWDReliabilityFunction
represents the NMWDReliabilityFunction
based on theWeibullReliabilityFunction
with a third parameter:NormalReliabilityFunction TheNormalReliabilityFunction
represents the normalReliabilityFunction
ParallelReliabilityFunction TheParallelReliabilityFunction
corresponds to a parallel-structure of elements in a system as known from Serial-Parallel systems.SampledReliabilityFunction TheSampledReliabilityFunction
approximates aReliabilityFunction
from a set of Samples.SerialReliabilityFunction TheSerialReliabilityFunction
corresponds to a serial-structure of elements in a system as known from Serial-Parallel systems.SimpleFunctionTransformer<T> TheSimpleFunctionTransformer
is a basic implementation of a functionTransformer
.SumReliabilityFunction TheSumReliabilityFunction
determines the sum of the specified set ofReliabilityFunction
s.WeibullReliabilityFunction TheWeibullReliabilityFunction
represents the 2-parameter Weibull reliability function