1989
DOI: 10.1016/0021-9797(89)90384-6
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Determination of adhesive strength of particles within the liquid/gas interface in flotation by means of a centrifuge method

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Cited by 32 publications
(18 citation statements)
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“…2. Once a bacterium is detached from a substratum surface, the balance between the surface tension forces acting on the bacterium as opposed to external forces in the flow (i.e., gravitational force, buoyancy force, hydrostatic pressure, and viscous drag force opposing the separation of the bacteria from the collector surfaces) determines the bacterium-bubble aggregate stability (38). For the dimensions considered in the parallelplate flow chamber (i.e., d/R B Ӷ 1 and R B Ӷ 10 m), the surface tension force dominates (28).…”
Section: Theoretical Backgroundmentioning
confidence: 99%
See 1 more Smart Citation
“…2. Once a bacterium is detached from a substratum surface, the balance between the surface tension forces acting on the bacterium as opposed to external forces in the flow (i.e., gravitational force, buoyancy force, hydrostatic pressure, and viscous drag force opposing the separation of the bacteria from the collector surfaces) determines the bacterium-bubble aggregate stability (38). For the dimensions considered in the parallelplate flow chamber (i.e., d/R B Ӷ 1 and R B Ӷ 10 m), the surface tension force dominates (28).…”
Section: Theoretical Backgroundmentioning
confidence: 99%
“…Bacterial adhesion forms the basis for several diverse problems in medicine (5,10,21,38), industry (3,15,29,32), and environmental areas (8,33). The most detrimental effects are encountered in medicine, where failure of implanted devices may result from surface-associated bacterial infections.…”
mentioning
confidence: 99%
“…Nutt (1960) presented approximate solutions to the Young-Laplace equation for solid spheres, and described an ingenious experiment to validate the theory. This work was extended by Schulze (1977Schulze ( , 1984, Schulze et al (1989) and Nguyen and Schulze (2004), also with spheres. In flotation however, the particles are rarely of spherical shape, having resulted from size reduction operations which produce particles of irregular shape, with sharp edges and corners.…”
Section: Introductionmentioning
confidence: 97%
“…Under such conditions the effective particle [5 ] deposition rate becomes a damped oscillating function and the number of adhering particles varies linearly with time for flor >> 1 and reaches a limiting value in an oscillatory [6 ] fashion.…”
Section: Jo N(t) ---6 +30mentioning
confidence: 99%