000			02187 a2200217 4500
003			OSt
005			20220110123528.0
008			220104b xxu||||| |||| 00| 0 eng d
020			_a9781482235685
040			_cIIT Kanpur
041			_aeng
082			_a620.43 _bP751m
100			_aPodgorska, Wioletta
245			_aMultiphase particulate systems in turbulent flows _bfluid-liquid and solid-liquid dispersions _cWioletta Podgorska
260			_bCRC press _c2020 _aBoca Raton
300			_axvii, 482p
520			_aMultiphase Particulate Systems in Turbulent Flows: Fluid-Liquid and Solid-Liquid Dispersions provides methods necessary to analyze complex particulate systems and related phenomena including a physical, chemical, and mathematical description of fundamental processes influencing crystal size and shape, suspension rheology, interfacial area of drops and bubbles in extractors and bubble columns. Examples of mathematical model formulation for different processes taking place in such systems are shown. Discussing connections between turbulent mixing mechanisms and precipitation, it discusses the influence of the fine-scale structure of turbulence, including its intermittent character, on breakage of drops, bubbles, cells, plant cell aggregates. An important aspect of the mathematical modeling presented in the book is multi-fractal, taking into account the influence of internal intermittency on different phenomena. Key Features: Provides detailed descriptions of dispersion processes in turbulent flow, interactions between dispersed entities, and continuous phases in a single volume Includes simulation models and validation experiments for liquid-liquid, gas-liquid, and solid-liquid dispersions in turbulent flows Helps reader learn formulation of mathematical models of breakage or aggregation processes using multifractal theory Explains how to solve different forms of population balance equations Presents a combination of theoretical and engineering approaches to particulate systems along with a discussion of related diversity, with exercises and case studies
650			_aTurbulence
650			_aGranular flow
942			_cBK
999			_c565161 _d565161