1984
DOI: 10.1021/i100016a006
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Particle clusters in concentrated suspensions. 2. Information theory and particle clusters

Abstract: We reconstruct the probability distributions of cluster sizes of uniform spheres in concentrated suspensions subjected to homogeneous shear flow by combining partial experimental information with techniques derived from the Maximum Entropy Principle (MEP) and Information theory. Observations of the clusters of a small fraction of labeled particles are used as constraints in a statistical inference procedure based on the MEP to predict the shape of the cluster size distributions for all spheres. The breadth of … Show more

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Cited by 14 publications
(2 citation statements)
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“…What follows is the theory development that was initiated at Clarkson University and found in Zak [2] and Radhakrishnan [3]. In sufficiently concentrated suspensions, it has been shown by several investigators, Segr e and Silberberg [4], Karnis et al [5], Karnis et al [6], Cox and Mason [7], Gauthier et al [8], Park et al [9], Hoffman [10], Graham and Bird [11], Graham and Steele [12], GardalaMaria and Acrivos [13], Husband and Gadala-Maria [14], Parse and Gadala-Maria [15], Ackerson [16], Petit and Noetinger [17], Bossis and Brady [18], Brady and Bossis [19], Bossis and Brady [20], Phillips et al [21], and Durlofsky and Brady [22] that macroscopic structures were present as the suspension was deformed. These macroscopic clusters of agglomerated particles had a significant effect on the behavior of the suspension.…”
Section: Power-law Index Nmentioning
confidence: 96%
“…What follows is the theory development that was initiated at Clarkson University and found in Zak [2] and Radhakrishnan [3]. In sufficiently concentrated suspensions, it has been shown by several investigators, Segr e and Silberberg [4], Karnis et al [5], Karnis et al [6], Cox and Mason [7], Gauthier et al [8], Park et al [9], Hoffman [10], Graham and Bird [11], Graham and Steele [12], GardalaMaria and Acrivos [13], Husband and Gadala-Maria [14], Parse and Gadala-Maria [15], Ackerson [16], Petit and Noetinger [17], Bossis and Brady [18], Brady and Bossis [19], Bossis and Brady [20], Phillips et al [21], and Durlofsky and Brady [22] that macroscopic structures were present as the suspension was deformed. These macroscopic clusters of agglomerated particles had a significant effect on the behavior of the suspension.…”
Section: Power-law Index Nmentioning
confidence: 96%
“…A preliminary description relating to filled polymers can be found in . In sufficiently concentrated suspensions, it has been shown that macroscopic structures were present as the suspension was deformed. These macroscopic clusters of agglomerated particles had a significant effect on the behavior of the suspension.…”
Section: Theory Developmentmentioning
confidence: 99%