2013
DOI: 10.1155/2013/149562
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Fault Prognostic Based on Hybrid Method of State Judgment and Regression

Abstract: Fault prognostic is one of the most important problems in equipment health management system. This paper presents a hybrid method of mixture of Gaussian hidden Markov model (MG-HMM) and fixed size least squares support vector regression (FS-LSSVR) for fault prognostic. The system is established based on three parts. The first part trains the MG-HMM and FS-LSSVR model. According to the known samples, several MG-HMM models can be learned based on expectation maximization (EM) algorithm. Then, the forward variabl… Show more

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Cited by 19 publications
(14 citation statements)
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“…However, as mention in Section 5.2.3 these models still face problems as their results remain non-explicative [101]. Within the examples found in this literature review [159], presents a multi-layer perceptron and a radial basis function neural network in a parallel model to estimate the remaining useful life from input sensors on simulated jet-engines data [160]. performs fault prognostic with a mixture of Gaussian hidden Markov model (stochastic model) to evaluate the health index and fixed size least squares support vector regression (statistical model) for remaining useful life estimation on the same jetengines simulated data.…”
Section: Multiple Data-driven Modelsmentioning
confidence: 98%
“…However, as mention in Section 5.2.3 these models still face problems as their results remain non-explicative [101]. Within the examples found in this literature review [159], presents a multi-layer perceptron and a radial basis function neural network in a parallel model to estimate the remaining useful life from input sensors on simulated jet-engines data [160]. performs fault prognostic with a mixture of Gaussian hidden Markov model (stochastic model) to evaluate the health index and fixed size least squares support vector regression (statistical model) for remaining useful life estimation on the same jetengines simulated data.…”
Section: Multiple Data-driven Modelsmentioning
confidence: 98%
“…The extraction process from primitive event to basic event can be described by the pseudo code shown in Algorithm 1. / / represent the material number (4) if the object was first read by reader 1 at 1 //Reader 1 represent the entrance reader of the process line (5) then Create event BE 0,1 = ( .ID, 0 , 1(ts), launch) //New product launch (6) else if the object was last read by reader at 2 //Reader represent the exit reader of the process line (7) then Create event BE ,4 = ( .ID, , 2(te), finish) //The product is finished (8) else the object was read by reader at 3 //The reader in the process line (9) if first read (10) then Create event BE ,1 = ( .ID, , 3(ts), infield) //The infield event (11) and BE ,2 = ( .ID, −1 , 1(ts), 3(te), stay) //The stay event (12) and BE ,3 = ( .ID, −1 , 3(te), outfield) //The outfield event (13) Else Create event BE ,2 = ( .ID, −1 , 1(ts), 3( now), stay) //The stay event Algorithm 1: The extraction process from primitive event to basic event.…”
Section: Extraction Process Of Critical Eventmentioning
confidence: 99%
“…. ., attr , //Calculation based on the different complex event rule (9) Ts as ts, (10) Te as te (11) From CE, Calculation Process (12) Where CE.process.ID = CrE.process.ID (13) or CE.WIP.ID = part of product.ID Algorithm 3: The extraction process from complex event to critical event.…”
Section: Real-time Progress and Deviation Analysismentioning
confidence: 99%
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