IMTC/2002. Proceedings of the 19th IEEE Instrumentation and Measurement Technology Conference (IEEE Cat. No.00CH37276)
DOI: 10.1109/imtc.2002.1007145
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Sensor network and information interoperability integrating IEEE 1451 with MIMOSA and OSA-CBM

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Cited by 14 publications
(7 citation statements)
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“…As an analytic wavelet, the complex Morlet wavelet chosen in this module has been identified as an appropriate base wavelet for defect detection [4]. Another advantage of the complex Morlet wavelet is that it has explicit expression in the frequency domain as: 2 (f(f m(fe) e fb with symbols fb and fc being the bandwidth and wavelet center frequency parameters, respectively. Equation (1) is designed and implemented in the module as a formula node, which is used to evaluate the mathematical expressions.…”
Section: A Wavelet Envelope Spectrum Modulementioning
confidence: 99%
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“…As an analytic wavelet, the complex Morlet wavelet chosen in this module has been identified as an appropriate base wavelet for defect detection [4]. Another advantage of the complex Morlet wavelet is that it has explicit expression in the frequency domain as: 2 (f(f m(fe) e fb with symbols fb and fc being the bandwidth and wavelet center frequency parameters, respectively. Equation (1) is designed and implemented in the module as a formula node, which is used to evaluate the mathematical expressions.…”
Section: A Wavelet Envelope Spectrum Modulementioning
confidence: 99%
“…Instead of fitting an empirical model to the Frequency Response Function (FRF) from artificial excitations (e.g., hammer strikes) as the traditional approach does, the SSI technique accounts for dynamic changes caused by the rotations of the spindle without the need for artificial excitations, and extracts the modal parameters from its measured output only, thus satisfying the requirement of online operation. Mathematically, the SSI technique is formulated and solved using a discrete time-state space model of a linear, time-invariant system (e.g., the spindle) without known external inputs according to the following equation: Xk+l =: Axk + Wk lYk Cxk + Vk (2) where xk=x(kAt) is the discrete-time state vector, Yk is the system response vector, A is the state matrix, and C is the output matrix. The two components, Wk and Vk, represent the disturbance noise to the spindle and measurement noise due to sensor inaccuracy, respectively, and are stochastic in nature.…”
Section: A Wavelet Envelope Spectrum Modulementioning
confidence: 99%
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“…Therefore, the ocean-side component of the PHM system processes the data locally and then stores the resulting values in the Data Store (DS) component. The DS consists of a MySQL database and MIMOSA OSA-CBM [11,12] compliant SOAP/XML Web Services (WS) [9] implemented on Apache Tomcat with Java EE. External interaction with the system from the shore may also be initiated through the DS interface.…”
Section: Introductionmentioning
confidence: 99%