Rheology of disperse systems

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Rheology of Disperse Systems

The rheology of disperse systems is an important processing parameter. Being able to characterize and manipulate the flow behavior of dispersions one can ensure their optimal performance. Waterborne automotive coatings, for example, should exhibit a distinct low-shear viscosity necessary to provide good leveling but to avoid sagging at the same time. Then, a strong degree of shear thinning is n...

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Fundamental Rheology of Disperse Systems Based on Single-Particle Mechanics

A comprehensive review of the fundamental rheology of dilute disperse systems is presented. The exact rheological constitutive equations based on rigorous single-particle mechanics are discussed for a variety of disperse systems. The different types of inclusions (disperse phase) considered are: rigid-solid spherical particles with and without electric charge, rigid-porous spherical particles, ...

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Rheology of Biological Systems

It seems clear therefore that a student of physiology could best use this book in conjunction with a bigger book that is both more detailed and more current. The advantage of this book is that it is short enough that one can retain perspective. A quite amazingly current bonus that comes with the book is its sophisticated introduction to S. I. metric units of measurement. It foretells and helps ...

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Theoretical and experimental study of surface forces in disperse systems

Teoretické a experimentálne štúdium povrchových síl v disperzných systémoch V príspevku sú stručne zhodnotené výsledky priamych experimentálnych meraní povrchových síl medzi makroskopickými povrchmi so zvláštnym dôrazom na tzv. štrukturálny, resp. hydratačno-hydrofóbny typ povrchových síl. Súčasne sú analyzované povrchové sily medzi mikroskopickými časticami modelových disperzných systémov, a t...

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Uniform Convergence to Global Attractors for Discrete Disperse Dynamical Systems

In this paper we study uniform convergence of trajectories of discrete disperse dynamical systems generated by set-valued mappings to their global attractors. In particular, we show that this convergence holds even in the presence of computational errors.

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ژورنال

عنوان ژورنال: Journal of the Japan Society of Colour Material

سال: 1965

ISSN: 0010-180X

DOI: 10.4011/shikizai1937.38.477