2001
DOI: 10.1006/mssp.2000.1346
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Wavelet Analysis to Characterise Non-Linearities and Predict Limit Cycles of an Aeroelastic System

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Cited by 25 publications
(13 citation statements)
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“…The parameter a is the scale, and is the temporal propagation parameter. [22] Three periods of the fluctuating oscillations of Figure 2a(a 1 ) are very prominent from the three rows of contours of Figure 2b(a 2 ) for B = 23 G. The dark and light colours present in the contours represent high and low coefficient values. So it can be concluded that a signal can be decomposed in the time-scale plane or time-frequency plane using above scale-frequency relation.…”
Section: Cwt-based Analysis Of the Fluctuationsmentioning
confidence: 87%
See 1 more Smart Citation
“…The parameter a is the scale, and is the temporal propagation parameter. [22] Three periods of the fluctuating oscillations of Figure 2a(a 1 ) are very prominent from the three rows of contours of Figure 2b(a 2 ) for B = 23 G. The dark and light colours present in the contours represent high and low coefficient values. So it can be concluded that a signal can be decomposed in the time-scale plane or time-frequency plane using above scale-frequency relation.…”
Section: Cwt-based Analysis Of the Fluctuationsmentioning
confidence: 87%
“…The scale shift with time signifies the presence of non-linearity in the system. [22] Three periods of the fluctuating oscillations of Figure 2a(a 1 ) are very prominent from the three rows of contours of Figure 2b(a 2 ) for B = 23 G. The dark and light colours present in the contours represent high and low coefficient values. Further, it is seen that three contour rows merge into two rows, with high coefficients values representing the observed four peaks, as shown in Figure 2b(b 2 ).…”
Section: Cwt-based Analysis Of the Fluctuationsmentioning
confidence: 87%
“…An accurate wavelet transform is achieved by using a basis function that is the same as the input function. 8,10 The wavelet transform is:…”
Section: Wave Attenuationmentioning
confidence: 99%
“…Subsequently, in the wavelet toolbox a DB3 wavelet, which was selected due to its similarity to the input signal, was used to decompose the data into its frequency components. By plotting the magnitude of the wavelet coefficient at the peak driving frequency, the energy remaining from the inputted signal could be compared [22]. This procedure was carried out for two of each specimen type at the optimal driving frequency of 15 kHz.…”
Section: Experimental Procedures Thin Coupon Testingmentioning
confidence: 99%