共 11 条
[1]
A Model to Predict the Residual Lifeof Rolling Element Bearings Given Monitored Condi-tion Information to Date. Wenbin Wang. IMA Journal of Man-agement Mathematics . 2002
[2]
Hidden semi-Markov model-basedmethodology for multi-sensor equipment health diagnosisand prognosis. DONG M,HE D. European Journal . 2007
[3]
An integrated ap-proach to bearing fault diagnostics and prognostics. ZHANG X,XU R,KWAN C,et al. Proceedings of American Control Conference . 2005
[4]
A noval approach tofault diagnostics and prognostics. KWAN C,ZHANG X,XU R et al. Proceedings ofIEEE International Conference on Robotics&Automa-tion . 2003
[5]
Utilising statis-tical residual life estimates of bearings to quantify the in-fluence of preventive maintenance actions. VLOK P J,WNEK M,ZYGMUNT M. Mechani-cal System and Signal Processing . 2004
[6]
An application of DPCA tooil data for CBM modeling. MAKIS V,WU J,GAO Y. European Journal of Op-erational Research . 2006
[7]
Opti-mal component replacement decisions using vibration mo-nitoring and the proportional-hazards model. VLOK P J,COETZEE J L,BANJEVIC D,et al. Journalof the Operational Research Society . 2002
[8]
An Approach to SignalProcessing and Condition-based M ainte nance for Gearboxes Subjectto Tooth Failure. Dam ing Lin,M urray W isem an,Dragan Banjevic,A K.S.Andrew,K.S.Jardine. M echanicalSystem s and SignalProcessing . 2004
[9]
Modelling the probability assessment ofsystem state prognosis using available condition monito-ring information. WANG W. IMA Journal of Management Math-ematics . 2006
[10]
Reducing produc-tion downtime using delay time analysis. CHRISTER A H,WALLER W M. Journal ofOperational Research Society . 1984