1969
DOI: 10.1002/aic.690150606
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Flow properties of suspensions with high solids concentration

Abstract: Equations were developed for evaluating the laminar flow behavior of high-solids suspensions from the physical properties of the liquid and solid components. A technique was developed for calculating suspension flow rates as a function of pressure drop. The technique is applicable to the design of pipe lines. Flow measurements were made in pipe-line viscometers of a unique design that minimized entrance and exit effects. Experimental flow data were obtained for suspensions consisting of nickel, alumina, copper… Show more

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Cited by 66 publications
(48 citation statements)
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“…We used the pressure-temperature (P-T) loci for the wet solidus and dry liquidus (Figure 5a) fitted by Gerya and Yuen [2003] to the experimental data of Johannes [1985], Schmidt and Poli [1998], and Poli and Schmidt [2002], to estimate M as a function of temperature. The effective viscosity of the partially melted crust (0 < M < 1) was then estimated by using the equation derived by Gay et al [1969] for high-concentration suspensions [see also Pinkerton and Stevenson, 1992]: (14) where η liq is the effective viscosity of granitic liquid. We assumed a uniform η liq value of 10 5 Pa s to be representative of felsic liquids over the pressure, temperature, and water…”
Section: Relating Effective Viscosity To Temperature and Partial Meltingmentioning
confidence: 99%
“…We used the pressure-temperature (P-T) loci for the wet solidus and dry liquidus (Figure 5a) fitted by Gerya and Yuen [2003] to the experimental data of Johannes [1985], Schmidt and Poli [1998], and Poli and Schmidt [2002], to estimate M as a function of temperature. The effective viscosity of the partially melted crust (0 < M < 1) was then estimated by using the equation derived by Gay et al [1969] for high-concentration suspensions [see also Pinkerton and Stevenson, 1992]: (14) where η liq is the effective viscosity of granitic liquid. We assumed a uniform η liq value of 10 5 Pa s to be representative of felsic liquids over the pressure, temperature, and water…”
Section: Relating Effective Viscosity To Temperature and Partial Meltingmentioning
confidence: 99%
“…It has been estimated that a reduction of 30 percent or more in this consumption' can be realized by replacing the conventional water closets (20-26 liters/flush) with water saving or low volume units (10)(11)(12)(13) liters/ flush) [2][3][4]. Some researchers and plumbing professionals [1~7 *], however, have expressed concern about the use of low-volume water closets.…”
mentioning
confidence: 99%
“…The relationship given by Menand and Phillips (2007) yields the same viscosity increase factor as that of Gay et al (1969), if a flow capacity of 1.0 solids fraction is used in the latter's equation. This implies that Menand and Phillips (2007) do not account for flow capacity, and in most other studies this is the case, because previous work has tended to study solid volume fractions < 0.4.…”
Section: Yield Strength and Viscosity Of Flowmentioning
confidence: 99%
“…Generally, non-Newtonian suspensions exhibit a finite yield strength, ζ y , that needs to be overcome for flow to take place; as ζ y increases, the tendency for the flow to be turbulent decreases. A number of rheometrical studies of clay-water mixtures have been made (e.g., Gay et al, 1969;Coussot and Piau, 1994;Coussot, 1995) but these are essentially for moderate solid volume fractions (< 0.1) or at high shear rates (>10 s -1 ). Several relationships between greater solid fractions and yield strength for a range of flow conditions have been proposed from empirical data and theoretical treatments.…”
Section: Yield Strength and Viscosity Of Flowmentioning
confidence: 99%
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