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Cascade separation of powders

Author: E Barsky; M Barsky
Publisher: Cambridge, UK : Cambridge International Science Pub., 2006.
Edition/Format:   eBook : Document : EnglishView all editions and formats
Summary:
The authors describe the theoretical work and practical results obtained in recent years in the area of classification of powders in moving flows. The promising nature of the cascade classification method is stressed. Mathematical models of regular, combined and irregular cascades are described. Mathematical fundamentals of the structural, dynamic and kinetics models of the process are presented. A new approach to  Read more...
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Genre/Form: Electronic books
Additional Physical Format: Print version:
Barsky, E. (Eugene), 1974-
Cascade separation of powders.
Cambridge : Cambridge International Science Pub., 2006
(DLC) 2009378166
(OCoLC)70796250
Material Type: Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: E Barsky; M Barsky
ISBN: 9781904602002 1904602002 1423750497 9781423750499 1904602436 9781904602439 1280308125 9781280308123
OCLC Number: 84145521
Description: 1 online resource (xii, 466 pages) : illustrations
Contents: Preliminaries; CONTENTS; Chapter 1. GRAIN SIZE COMPOSITION OF BULK MATERIALS; Chapter 2. METHODS OF OPTIMISATION OF THE SEPARATION OF BINARY MIXTURES; Chapter 3. PHYSICAL FUNDAMENTALS OF THE PROCESS OF SEPARATION OF BULK MATERIALS IN MOVING FLOWS; CHAPTER 4. STATISTICAL FUNDAMENTALS OF THE PROCESS; CHAPTER 5. KINEMATIC FUNDAMENTALS OF THE PROCESS; CHAPTER 6. EMPIRICAL FUNDAMENTALS OF THE PROCESS; CHAPTER 7. MATHEMATICAL MODELS OF REGULAR CASCADES; CHAPTER 8. STRUCTURAL MODEL OF THE PROCESS; CHAPTER 9. IRREGULAR CASCADES; CHAPTER 10 COMBINED CASCADE PROCESSES.
Responsibility: E. Barsky and M. Barsky.

Abstract:

The authors describe the theoretical work and practical results obtained in recent years in the area of classification of powders in moving flows. The promising nature of the cascade classification method is stressed. Mathematical models of regular, combined and irregular cascades are described. Mathematical fundamentals of the structural, dynamic and kinetics models of the process are presented. A new approach to optimising the classification processes, based on the classification curves and information theory, is explained.

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