Abstract:Experimental studies were made of the propagation of longitudinal waves in several mixtures of water with quartz sands fractionated as to particle size. The most probable particle size in the several samples ranges from 0.01 to 0.07 cm. The experimental frequencies were approximately 400 to 1000 kc/sec. Additional measurements in the same frequency range cover the reflection and scattering of underwater sound from essentially plane surfaces of these aggregates. The velocity and attenuation data are related sat… Show more
“…Their measurements show speed decreasing as f −3 and attenuation increasing as f 4 ; their models approximately fit the data, although they predicted a speed decrease that goes as f −2 . Attenuation in well-sorted, vibrationcompacted, water-saturated sand between 100 kHz and 1 MHz measured by Nolle et al 7 increased as f 1/2 , consistent with a viscous loss model due to relative motion between pore fluid and the sand grains, similar to Biot's theory. Speed dispersion was not addressed in the experimental measurements.…”
Shear viscous drag within the thin fluid film at the contact between grains in water-saturated sand is an important loss mechanism for high-frequency sound in the Biot–Stoll plus contact squirt flow and shear viscous drag (BICSQS) model [J. Acoust. Soc. Am. 116, 2011–2022 (2004)]. Couette flow was assumed for the shear drag but it breaks down when inertial effects within the film become significant. Using Biot’s method, a correction is derived for the shear drag and inserted into the BICSQS model. The result is a prediction of negative sound speed dispersion, consistent with dynamic theories of fluid-filled poroelastic bodies.
“…Their measurements show speed decreasing as f −3 and attenuation increasing as f 4 ; their models approximately fit the data, although they predicted a speed decrease that goes as f −2 . Attenuation in well-sorted, vibrationcompacted, water-saturated sand between 100 kHz and 1 MHz measured by Nolle et al 7 increased as f 1/2 , consistent with a viscous loss model due to relative motion between pore fluid and the sand grains, similar to Biot's theory. Speed dispersion was not addressed in the experimental measurements.…”
Shear viscous drag within the thin fluid film at the contact between grains in water-saturated sand is an important loss mechanism for high-frequency sound in the Biot–Stoll plus contact squirt flow and shear viscous drag (BICSQS) model [J. Acoust. Soc. Am. 116, 2011–2022 (2004)]. Couette flow was assumed for the shear drag but it breaks down when inertial effects within the film become significant. Using Biot’s method, a correction is derived for the shear drag and inserted into the BICSQS model. The result is a prediction of negative sound speed dispersion, consistent with dynamic theories of fluid-filled poroelastic bodies.
“…The laboratory measurements by Nolle, Hoyer, Mifsud, Runyan and Ward [7] were made at 500 kHz and 1 MHz, using graded, cleaned, degassed and packed sands: Four samples, with mean grain diameters, 0.64,0.4,0.17 and 0.12 mm, were used. The reflection loss was found to be 11 dB, with an error of ±0.5 dB, independent of grain size and frequency.…”
Executive Summary:The detection of mines buried in the seabed is of continuing concern. The optimization of sonars for such purposes depends critically on the understanding of the interactions of acoustics with the seabed. A well advertized limitation to search geometries is the existence of a critical angle for the incidence of an acoustic wave on the seabed. Beyond this angle most of the acoustic energy is reflected back into the water. In practice, this limitation is ill-defined because of small scale sediment variability and water-sediment interface roughness. There have been a number of experimental and theoretical attempts to further understand the nature of the critical angle limitation. There are models of varying complexity, which may be used to describe the acoustic properties of the sediment. This report provides, through the analysis of a simple normal incidence experiment, evidence to support the appropriateness of one model over another.
Abstract:Acoustic reflection loss at normal incidence of a sandy sediment, in the Biodola Gulf on the north side of the island of Elba, Italy, was measured in the band 8 -17 kHz, using a self-calibrating method. The water depth was approximately 11 m the sand pure with a mean grain diameter of 0.2 mm. The measured reflection loss 11 dB, ±2 dB is consistent with measurements in the published literature. The computed reflection loss for an interface between water and a uniform visco-elastic media with the same properties was 8 dB, ±ldB. The theoretical and experimental values do not significantly overlap, which leads to the conclusion that the viscoelastic model is inappropriate. The Biot model is suggested as a better alternative but more work is needed to ascertain the appropriate parameter values.
“…The measurements are compared with earlier measurements obtained by four research groups [4][5][6][7] to see how they match. The laboratory measurements by NHMRW (Ref.…”
Section: Data-data Comparisonmentioning
confidence: 99%
“…5) is found in literature, their objective was to confirm the validity of Biot theory using their measurements. In this paper, the authors focus in analyzing the dispersion relation of the measured data as a function of frequency and mean grain size, and comparing with earlier measurements obtained, respectively, by Nolle, Hoyer, Mifsud, Runyan, and Ward (NHMRW), 4 SS, 5 Schwartz and Plona (SP), 6 and Lee, Humphrey, Kim, and Yoon (LHKY). 7 Section 2 describes the experimental setup including the sediment preparation along with measurement techniques.…”
Section: Introductionmentioning
confidence: 99%
“…However, few studies 4,5 have been made around the frequency range of a few hundred kilohertz and/or with a wide selection of granular media categorized by its mean grain size.…”
Acoustic measurements of p-wave speed and attenuation were made for water-saturated granular medium, consisting of six kinds of glass-beads with mean grain size ranging from 90 to 875 μm, at frequency range between 400 kHz and 1.1 MHz. Sound speed and attenuation were obtained using the inter-receiver broadband estimation technique. The measured data exhibit various frequency dependencies for the different mean grain sizes, consistent with earlier measurements from other researches. These results reveal that the trend of dispersion relation for the sound speed and attenuation, in the high frequency region, is strongly dependent on the range of Rayleigh parameter kd.
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