Entropic invariants of two phase flows 1st Edition by Eugene Barsky – Ebook PDF Instant Download/Delivery: 0128016434, 9780128016435
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Product details:
ISBN 10: 0128016434
ISBN 13: 9780128016435
Author: Eugene Barsky
In this book, a new approach to the theory and practice of two-phase systems based on a global invariant – entropy, – and other invariants is formulated and experimentally confirmed.
Table of contents:
Chapter 1. Modern Conceptions of Thermodynamic Entropy
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Entropy substantiation
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Entropy, ensemble of states, probability
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Problematic aspects of entropy
Chapter 2. Invariants for Continuous Flows
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Substantiation of the necessity to model technological processes
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Certain aspects of continuous flow modeling
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Invariants for continuous flows
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Analysis of flow parameters using similarity criteria
Chapter 3. Modern Notions of Two-Phase Flows
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Peculiarities of unit particle settling
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Final settling velocities
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Particle interaction with a moving medium
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Features of two-phase flow generation
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Mass suspension of particles in a flow
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Carrying capacity of two-phase flows
Chapter 4. Empirical Invariants for Two-Phase Flows
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Fractional extraction
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Affinization of fractional extraction curves
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Unified separation curves
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Generalizing empirical invariant
Chapter 5. Entropy of Mixture Composition
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Invariants for granulometric composition
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Uncertainty of mixture composition
Chapter 6. Two-Phase Flow as a Statistical System
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Substantiation of physical analogy
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Model of particle collisions in a two-phase flow
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External interaction model in a two-phase flow
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Statistical model substantiation
Chapter 7. Main Statistical Parameters of a Two-Phase Flow
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Substantiation of a statistical system for solid particle continuum
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Generalizing parameter for a two-phase flow
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Generalizing invariant for two-phase flows
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Definition of chaotising factor for two-phase flows
Chapter 8. Substantiation of Statistical Parameters of Mass Transfer in Two-Phase Flows
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Multidimensional model of a two-phase system
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Two-phase flow mobility in separation regimes
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Generalizing invariants for parameters characterising two-phase flows
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Substantiation of entropy of two-phase flows with a polyfractional solid phase
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Equilibrium state as a condition of maximal entropy
Chapter 9. Specific Properties of Entropy of Two-Phase Flows
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Composition entropy as a criterion of solid-phase separation quality
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Statistical equilibrium for particle distribution in a flow
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Stability of entropy and the entire mass distribution process in a two-phase flow
Chapter 10. Invariants for Separation Curves
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Regimes of solid-phase particle motion in flows
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Particle extraction in two-phase flow separation regimes
Chapter 11. Basic Physics of Cascade Separation
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Main principles of cascade mass-exchange processes
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Discrete model
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Analysis of a mathematical model of a regular cascade
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Separation at cyclic feed of initial material into cascade apparatus
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Absorbing Markov chain in cascade classification of bulk materials
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Mathematical model of cascade separation with arbitrary distribution coefficients
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Discrete model of critical regimes of vertical two-phase flows
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Optimisation of principal parameters of multi-stage separation
Chapter 12. Application of the Obtained Results
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Invariants for estimating the perfection of the design of separation apparatuses
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Method of theoretical estimation of vertical cascade separators
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Experimental check of the adequacy of the method of cascade separators computation
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Computation method of multirow combined separation cascade
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Optimization of multirow classifier operation
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Separator efficiency rank
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Flow velocity ensuring optimal separation
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Tags: Eugene Barsky, Entropic, Invariants, Two Phase Flows


