2000
DOI: 10.1190/1.1444725
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Bottom‐simulating reflectors: Seismic velocities and AVO effects

Abstract: We obtain the wave velocities of ice‐ and gas hydrate‐bearing sediments as a function of concentration and temperature. Unlike previous theories based on simple slowness and/or moduli averaging or two‐phase models, we use a Biot‐type three‐phase theory that considers the existence of two solids (grain and ice or clathrate) and a liquid (water), and a porous matrix containing gas and water. For consolidated Berea sandstone, the theory underestimates the value of the compressional velocity below 0°C. Including g… Show more

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Cited by 200 publications
(174 citation statements)
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“…The second approach has been to use theoretical effective medium models to predict the physical properties of bulk sediment from the elastic properties of individual constituents. Differing models have been developed to account for the inclusion of hydrate within sediment using modified versions of the Gassmann equation [Ecker et al, 1998;Helgerud et al, 1999], modified versions of the Biot equation [Carcione and Tinivella, 2000;Gei and Carcione, 2003] and a differential effective medium approach (DEM) [Jakobsen et al, 2000]. The model outputs depend on whether the relationship between hydrate and sediment is defined either as hydrate cement at grain contacts; uniform hydrate cementation of individual grains leading to cementation between grains; hydrate acting as a mineral grain supporting the sediment frame; or hydrate growing wholly within the pore fluid and not interacting with the sediment frame.…”
Section: Hydrate Quantificationmentioning
confidence: 99%
“…The second approach has been to use theoretical effective medium models to predict the physical properties of bulk sediment from the elastic properties of individual constituents. Differing models have been developed to account for the inclusion of hydrate within sediment using modified versions of the Gassmann equation [Ecker et al, 1998;Helgerud et al, 1999], modified versions of the Biot equation [Carcione and Tinivella, 2000;Gei and Carcione, 2003] and a differential effective medium approach (DEM) [Jakobsen et al, 2000]. The model outputs depend on whether the relationship between hydrate and sediment is defined either as hydrate cement at grain contacts; uniform hydrate cementation of individual grains leading to cementation between grains; hydrate acting as a mineral grain supporting the sediment frame; or hydrate growing wholly within the pore fluid and not interacting with the sediment frame.…”
Section: Hydrate Quantificationmentioning
confidence: 99%
“…Yuan et al, 1996;Wood et al, 1941), and using weighted time averaging equations (Lee et al, 1993), (b) rockphysics modeling (e.g. effective medium theory by Helgerud et al, 1999; cementation model by Dvorkin and Nur, 1993, Biot-stoll model by Carcione and Tinivella, 2000), and (c) using empirical porosity-velocity functions and the effective porosity reduction model (e.g. Jarrad et al, 1995;Hyndman et al, 1993;Yuan et al, 1996).…”
Section: Velocity Versus Hydrate Concentrationmentioning
confidence: 99%
“…The presence of a BSR remains the primary proxy for gas hydrate presence in the absence of direct observations in spite of large uncertainties in determining hydrate and gas concentration from seismic data. These uncertainties result from uncertainties about the velocity structure of comparable sediments in the absence of hydrate and free gas [Yuan et al, 1996], from pressure dependence and nonlinear sensitivity of seismic parameters to gas and hydrate concentrations [e.g., Carcione and Tinivella, 2000;Han and Batzle, 2002], from uncertainties in estimating in situ concentrations in those few places where seismic estimates can be ground-truthed by direct sampling [e.g., Paull and Ussler, 2001], and from the fact that gas hydrate has been found in cores obtained from sites where no BSR is observed [e.g., Kvenvolden and Kastner, 1990;Paull et al, 1996].…”
Section: Introductionmentioning
confidence: 99%