2018
DOI: 10.1016/j.ultras.2018.02.006
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Ultrasonic investigation of granular materials subjected to compression and crushing

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Cited by 37 publications
(24 citation statements)
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“…Thus, if the average contact force decreases the shear strength of the material, stress drop and radiated acoustic energy should all decrease. This explanation is in good agreement with our data and is also consistent with previous works (Gheibi & Hedayat, 2018). This implies that in addition to fault slip velocity, the total number of contact junctions per unit volume (i.e., the true contact area) plays a key role in the generation of acoustic energy.…”
Section: Discussionsupporting
confidence: 94%
“…Thus, if the average contact force decreases the shear strength of the material, stress drop and radiated acoustic energy should all decrease. This explanation is in good agreement with our data and is also consistent with previous works (Gheibi & Hedayat, 2018). This implies that in addition to fault slip velocity, the total number of contact junctions per unit volume (i.e., the true contact area) plays a key role in the generation of acoustic energy.…”
Section: Discussionsupporting
confidence: 94%
“…This increase in the amplitude is consistent with the reduction in the total apparent tensile strain ε T AT in the same stress regime (see Figure a). The reduction in ε T AT is associated with material hardening which increases the contact area between the grains of the rocks, resulting in an increase in the transmission of the ultrasonic wave amplitude (Gheibi & Hedayat, ; Liu & Nagel, ). Amplitude attenuation in the ultrasonic waves starts to increase with an increase in the stress magnitude applied on the specimens (30% to 70% of the UCS).…”
Section: Resultsmentioning
confidence: 99%
“…The prismatic shape of specimens has been chosen to ensure a planar surface necessary for accurate in-plane 2D-DIC measurements (Ferrero et al, 2008;Sutton et al, 2009). Extensive work has been performed using LUT as a tool for diagnosing the state of damage in various applications (Acosta-Colon et al, 2009;Cai & Zhao, 2000;Ghazvinian, 2015;Gheibi & Hedayat, 2018;Hedayat et al, 2014a;Hedayat et al, 2018;Hildyard et al, 2005;Huang et al, 2014;Jones, 1952;Modiriasari et al, 2017;Pyrak-Nolte, 1988;Sayers et al, 1990;Scott et al, 1993;Suaris & Fernando, 1987;Yang et al, 2018;Zhao et al, 2006). Significant efforts have been made to analytically model the effects of cracks and fractures on the ultrasonic wave propagation (Blum et al, 2011;Chaix et al, 2006;Crampin et al, 1980;De Basabe et al, 2016;Gross & Zhang, 1992;O'Connell & Budiansky, 1974;Hudson, 1981;Piau, 1979;Pyrak-Nolte et al, 1990a, 1990bWaterman & Truell, 1961;Yang & Turner, 2003).…”
Section: Introductionmentioning
confidence: 99%
“…The pressureinduced transition of power-law exponent ranging from 1/4 to 1/6 has also been observed not only for randomly packed spheres (12,28,29) but also, for natural geomaterials, including dry and water-saturated soils and sands, under both preconsolidation and overconsolidation (28,(30)(31)(32)(33). This transition has been qualitatively attributed to the deformation of interparticle asperities (28), force chain arrangements (27,28,33), stress heterogeneity (32,34), packing reorganization (12,16,29), nonspherical contact geometries (27,32), wave modes (such as compressional and shear wave), and wave amplitudes (12,32,33,35). However, a study quantitatively linking packing structure disorder and contact force heterogeneity to wave velocity and velocity scaling in 3D disordered granular materials has not yet been performed.…”
mentioning
confidence: 82%
“…Here, the exponent value of 1/6 corresponds to theoretical predictions of Hertzian contact and has been confirmed in solitary wave propagation experiments on 1D chains of spherical particles ( 8 ). The pressure-induced transition of power-law exponent ranging from 1/4 to 1/6 has also been observed not only for randomly packed spheres ( 12 , 28 , 29 ) but also, for natural geomaterials, including dry and water-saturated soils and sands, under both preconsolidation and overconsolidation ( 28 , 30 33 ). This transition has been qualitatively attributed to the deformation of interparticle asperities ( 28 ), force chain arrangements ( 27 , 28 , 33 ), stress heterogeneity ( 32 , 34 ), packing reorganization ( 12 , 16 , 29 ), nonspherical contact geometries ( 27 , 32 ), wave modes (such as compressional and shear wave), and wave amplitudes ( 12 , 32 , 33 , 35 ).…”
mentioning
confidence: 82%