2018
DOI: 10.3390/machines6030034
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Homogeneous Continuous-Time, Finite-State Hidden Semi-Markov Modeling for Enhancing Empirical Classification System Diagnostics of Industrial Components

Abstract: This work presents a method to improve the diagnostic performance of empirical classification system (ECS), which is used to estimate the degradation state of components based on measured signals. The ECS is embedded in a homogenous continuous-time, finite-state semiMarkov model (HCTFSSMM), which adjusts diagnoses based on the past history of components. The combination gives rise to a homogeneous continuous-time finite-state hidden semi-Markov model (HCTFSHSMM). In an application involving the degradation of … Show more

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Cited by 10 publications
(10 citation statements)
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“…Every degradation mechanism evolves independently from the others, obeying a Markov process that models the stochastic transitions from state s d i (t) at time t to the next state s d i (t + 1), where s d i (t) ∈ {1, ..., S d i }, ∀t, d ∈ D, i = 1, ..., n d . These degradation states are estimated by the PHM systems (e.g., [29]). Similarly, a Markov process defines the stochastic transitions of the p-th power setting variable from s p j (t) at time t to the next state s p j (t + 1), where s p j (t) ∈ {1, ..., S p j }, ∀t, p ∈ P, j = 1, ..., n p .…”
Section: Environment Statementioning
confidence: 99%
“…Every degradation mechanism evolves independently from the others, obeying a Markov process that models the stochastic transitions from state s d i (t) at time t to the next state s d i (t + 1), where s d i (t) ∈ {1, ..., S d i }, ∀t, d ∈ D, i = 1, ..., n d . These degradation states are estimated by the PHM systems (e.g., [29]). Similarly, a Markov process defines the stochastic transitions of the p-th power setting variable from s p j (t) at time t to the next state s p j (t + 1), where s p j (t) ∈ {1, ..., S p j }, ∀t, p ∈ P, j = 1, ..., n p .…”
Section: Environment Statementioning
confidence: 99%
“…Over the years they have been used in a lot of different fields, be it speech recognition [11,14,22], failure detection [23] or healthcare applications [13]. More recent studies also have successfully used them for the diagnosis of industrial components [7].…”
Section: Time Series Classification Algorithmsmentioning
confidence: 99%
“…A condition-monitored device based on an unsupervised parameter estimation method was developed with only incomplete information observable. A homogeneous continuous-time, finite-state semi-Markov model was established based on the past history of components by Cannarile et al [48]. It was verified to be of great help in improving the diagnostic performance of an empirical classification system involving the degradation of mechanical systems.…”
Section: Introductionmentioning
confidence: 99%