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The Compressional to Shear-Wave Velocity Ratio for Surface Soils and Shallow Sediments

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FOR CITATION: SALEM, Hilmi S., 2000. The Compressional to Shear-Wave Velocity Ratio for Surface Soils and Shallow Sediments. European Journal of Environmental and Engineering Geophysics. 2000 (December), Vol. 5, Issue: 1, Pages: 3-14 (12p). https://www.researchgate.net/publication/324536603_The_Compressional_to_Shear-Wave_Velocity_Ratio_for_Surface_Soils_and_Shallow_Sediments ABSTRACT: The compressional to shear-wave velocity ratio, or velocity ratio (Vp/Vs), is an effective parameter in describing various physical parameters and lithological attributes of porous media, as well as the nature and kind of saturant filling the pores. In this study, Vp/Vs was obtained for surface soils and glacially originated shallow sediments (northern Germany), using in-situ seismic refraction measurements. For the whole column of the soils and sediments investigated, Vp/Vs lies in a general range of 1.28-3.19, with an average value of 2.42. The Vp/Vs shows considerable variations for the direct waves propagating through the surface soils saturated with air, and for the waves refracted from the underlying sediments that are partially or totally saturated with water. The Vp/Vs value of 2 is remarkable in discriminating between the partially and totally saturated sediments. The heterogeneity of the soils and sediments, vertically and laterally, and the variations in porosity, mineralogical composition, grain size, degree of saturation and kind of saturant (air or water) are primary factors responsible for the Vp/Vs varions. Direct relationships between Vp/Vs, on the one hand, and the compressional wave velocity and the shear wave velocity, on the other, and an inverse relationship between Vp/Vs and porosity, were obtained with coefficients of correlation ranging from 0.87 to 0.92. KEYWORDS: Compressional to Shear Wave Velocity (Vp/Vs); Seismic Refraction Measurements; Surface Soils and Shallow Sediments; Porosity; Lithology; Air and Water Saturations.
FOR CITATION:
SALEM, Hilmi S., 2000. The Compressional to Shear-
Wave Velocity Ratio for Surface Soils and Shallow
Sediments. European Journal of Environmental and
Engineering Geophysics. 2000 (December), Vol. 5,
Issue: 1, Pages: 3-14 (12p).
... For shallow sediments, soil quality is related to the stiffness, or strength, of the sedimentary material. Soil strength refers to a complex condition that may include the effect of clay content, grain size, compaction, and the degree of saturation (Salem, 2000). In this study, the term soil will be used throughout for describing the shallow sedimentary material made of sands, gravels, silts and clays, that provides the material used in ancient earthen constructions; strength will be used instead of stiffness to describe material quality so that it can refer to both soils and rocks. ...
... In an effort to quantify the velocity information relative to soil quality, we calculated porosity and Poisson's ratio, parameters that relate to the engineering state of soils (see e.g. Salem, 2000;Gercek, 2007). Porosity (Φ) is calculated from an empirical relation to P-wave velocity (Vp), Φ = −0.175 ...
... Poisson's ratio (σ) is calculated from an empirical relation to porosity, σ = 0.81734-0.01208 * Φ (Salem, 2000;Eq. 3), derived for shallow unsaturated/partially saturated soils and underlying sediments with porosities in the 25-65% range and Poisson's ratios in the 0.0-0.5 range. ...
... Poisson's ratio for geologic materials ranges from 0 to 0.5. Poisson's ratio increases as fluid saturation increases (Bachrach et al., 2000;Dvorkin and Nur, 1996;Nur and Simmons, 1969;Salem, 2000). Furthermore, Poisson's ratio is an indicator for determining the difference between gas and fluid saturated materials (Gregory, 1976;Pasquet et al., 2016) and has been shown to be useful to track pressure changes (Prasad, 2002), map the water table depth (Bachrach et al., 2000;Pasquet et al., 2015a;Salem, 2000;Uyanık, 2011), and differentiate gas and fluid in hydrothermal systems (Pasquet et al., 2016). ...
... Poisson's ratio increases as fluid saturation increases (Bachrach et al., 2000;Dvorkin and Nur, 1996;Nur and Simmons, 1969;Salem, 2000). Furthermore, Poisson's ratio is an indicator for determining the difference between gas and fluid saturated materials (Gregory, 1976;Pasquet et al., 2016) and has been shown to be useful to track pressure changes (Prasad, 2002), map the water table depth (Bachrach et al., 2000;Pasquet et al., 2015a;Salem, 2000;Uyanık, 2011), and differentiate gas and fluid in hydrothermal systems (Pasquet et al., 2016). To image the water table with Poisson's ratio, the conceptual model of the geology must be simplified (i.e. ...
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... Poisson's ratio for geologic materials ranges from 0 to 0.5. Poisson's ratio increases as fluid saturation increases (Bachrach et al., 2000;Dvorkin and Nur, 1996;Nur and Simmons, 1969;Salem, 2000). Furthermore, Poisson's ratio is an indicator for determining the difference between gas and fluid saturated materials (Gregory, 1976;Pasquet et al., 2016) and has been shown to be useful to track pressure changes 205 (Prasad, 2002), map the water table depth (Bachrach et al., 2000;Pasquet et al., 2015b;Salem, 2000;Uyanık, 2011), and differentiate gas and fluid in hydrothermal systems (Pasquet et al., 2016). ...
... Poisson's ratio increases as fluid saturation increases (Bachrach et al., 2000;Dvorkin and Nur, 1996;Nur and Simmons, 1969;Salem, 2000). Furthermore, Poisson's ratio is an indicator for determining the difference between gas and fluid saturated materials (Gregory, 1976;Pasquet et al., 2016) and has been shown to be useful to track pressure changes 205 (Prasad, 2002), map the water table depth (Bachrach et al., 2000;Pasquet et al., 2015b;Salem, 2000;Uyanık, 2011), and differentiate gas and fluid in hydrothermal systems (Pasquet et al., 2016). To image the water table with Poisson's ratio, the conceptual model of the geology must be simplified (i.e. ...
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Abstract. Identifying and quantifying recharge processes linked to ephemeral surface water features is challenging due to their episodic nature. We use a unique combination of well-established near-surface geophysical methods to provide evidence of a surface and groundwater connection under a small ephemeral recharge feature in a flat, semi-arid region near Adelaide, Australia. We use a seismic survey to obtain P-wave velocity through travel-time tomography and S-wave velocity through the multichannel analysis of surface waves. The ratios between P-wave and S-wave velocities allow us to infer the position of the water table. A separate survey was used to obtain electrical conductivity measurements from time-domain electromagnetics and water contents were acquired by downhole nuclear magnetic resonance. The combined geophysical observations provide evidence to support a groundwater mound underneath a subtle ephemeral feature. Our results suggest that recharge is localized and that small-scale ephemeral features play an important role in groundwater recharge. Furthermore, we show that a combined geophysical approach can provide a unique perspective that helps shape the hydrogeological conceptualization of a semi-arid region.
... The estimated V P =V S and ν-values for all profiles are consistent with those found earlier for similar shallow sediments using seismic refraction data (e.g., Lankston, 1990;Salem, 2000a,b;Uyanik, 2010;Essien et al., 2014). In profiles VFX5, PAN46, and PSE49-all acquired over alluvium sediments where the water table is very shallow (1 m)-we estimated for the second layer much higher V P =V S values than those usually found for partially saturated or dry shallow sediments (Lankston, 1990;Salem, 2000a). However, such high values (up to 9) for V P =V S have been reported earlier for water-saturated, unconsolidated, or clayey sediments (e.g., Salem, 2000a). ...
... In profiles VFX5, PAN46, and PSE49-all acquired over alluvium sediments where the water table is very shallow (1 m)-we estimated for the second layer much higher V P =V S values than those usually found for partially saturated or dry shallow sediments (Lankston, 1990;Salem, 2000a). However, such high values (up to 9) for V P =V S have been reported earlier for water-saturated, unconsolidated, or clayey sediments (e.g., Salem, 2000a). Figure 7 show a plot of V P versus V S for all the refraction profiles acquired in this study, and also for the old P-wave profiles from which V S was derived following the methodology explained in the previous section. ...
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... The determined values of VP/VS ratios are compatible with those found in the literature for similar shallow sediments (e.g. Salem, 2000;Lankston, 1989). ...
... Profiles VFX5, PAN46 and PSE49 e.g. (Table 1), acquired over alluvium sediments with a very shallow (1 m) water table, present, for the second layer, very high VP/VS ratios (up to 9), similar to those found for totally saturated shallow unconsolidated or clayish sediments (Salem, 2000;Lankston, 1989). For other profiles, the interfaces depth discrepancy can be attributed to the different properties that P-waves and S-waves respond to. ...
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... The ratio of P-and S-wave velocities, Vp/Vs, is a key parameter that provides information about the physical properties, lithological changes, mineral compositions, clay contents, grain sizes, fracture densities, porosity, fluid saturations and types of soil and rocks (Tatham 1982;Salem 2000;Uyanık 2011), and recently, it has been widely used for the characterization of soil and rocks (Keçeli 2012). According to Telford et al. (1976), Poisson's ratio is calculated based on the Vp/Vs ratio, and these two parameters are linearly related. ...
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