Multichannel Analysis of Surface Waves Method-Based Interfacial Debonding Defection for Concrete-Filled Double-Steel-Plate Composite Walls
Publication: Earth and Space 2021
ABSTRACT
Recently, the concrete-filled double-steel-plate composite walls (CFDSPCWs) have been widely applied in ultra-high-rise civil infrastructure due to their excellent mechanical properties. It is urgent to develop the nondestructive testing method for the debonding detection of CFDSPCWs to guarantee the mechanical performance and structural safety of civil structures. In this study, the feasibility of multichannel analysis of surface waves method (MASW)-based interfacial debonding defection for CFDSPCWs was investigated. The 2D and 3D finite-element models of CFDSPCWs were established, and the detailed wave propagation process in CFDSPCWs was numerically simulated. The influence of the dimension of CFDSPCWs and thickness of the steel plates on the wave fields in CFDSPCWs with and without debonding defects was discussed respectively. The relationship between the excitation signal frequency and the geometry variation of CFDSPCWs was analyzed in depth. The numerical finding indicates that the interfacial debonding defects in CFDSPCWs can be detected using the proposed method. The research findings can provide referential significance to the practical application of interfacial debonding defection for CFDSPCWs using the MASW method.
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REFERENCES
Chen, H., Xu, B., Wang, J., Luan, L., Zhou, T., Nie, X., and Mo, Y.-L. (2019). “Interfacial debonding detection for rectangular CFST using the MASW method and its physical mechanism analysis at the meso-level.” Sensors, 19(12), 2778.
Diebold, J. B., and Stoffa, P. L. (1981). “The traveltime equation, tau-p mapping, and inversion of common midpoint data.” Geophysics, 46(3), 238-254.
Freund, L. B. (1998). Dynamic fracture mechanics (Cambridge monographs on mechanics). Cambridge University Press.
Lamb, H. (1917). “On waves in an elastic plate.” P. Roy. Soc. A-Math Phy., 93(648), 114-128.
Lee, F. W., Lim, K. S., and Chai, H. K. (2016). “Determination and extraction of Rayleigh-waves for concrete cracks characterization based on matched filtering of center of energy.” J. Sound Vib., 363, 303-315.
McMechan, G. A., and Yedlin, M. J. (1981). “Analysis of dispersive waves by wave field transformation.” Geophysics, 46(6), 869-874.
Miller, G. F., Pursey, H., and Bullard, E. C. (1955). “On the partition of energy between elastic waves in a semi-infinite solid.” P. Roy. Soc. A-Math Phy., 233(1192), 55-69.
Park, C. B., Miller, R. D., and Xia, J. (1999). “Multichannel analysis of surface waves.” Geophysics, 64(3), 800–808.
Qin, F., Kong, Q., Li, M., Mo, Y. L., Song, G., and Fan, F. (2015). “Bond slip detection of steel plate and concrete beams using smart aggregates.” Smart Mater. Struct., 24(11), 115039.
Rayleigh, Lord. (1885). “On waves propagated along the plane surface of an elastic solid.” P. Lond. Math. Soc., s1-17(1), 4–11.
Viktorov, I. A. (1967). Rayleigh and lamb waves: Physical theory and applications. Ultrasonic Technology, Springer US.
Worden, K. (2001). “Rayleigh and Lamb waves - basic principles.” Strain, 37(4), 167-172.
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© 2021 American Society of Civil Engineers.
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Published online: Apr 15, 2021
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