A termék adatai:
ISBN13: | 9780198920663 |
ISBN10: | 01989206611 |
Kötéstípus: | Keménykötés |
Terjedelem: | 464 oldal |
Méret: | 246x171 mm |
Nyelv: | angol |
Illusztrációk: | 121 figures |
700 |
Témakör:
Particle Dynamics with Aggregation and Fragmentation
An Introduction for Scientists and Engineers
Kiadó: OUP Oxford
Megjelenés dátuma: 2025. január 27.
Normál ár:
Kiadói listaár:
GBP 121.00
GBP 121.00
Az Ön ára:
55 686 (53 034 Ft + 5% áfa )
Kedvezmény(ek): 10% (kb. 6 187 Ft)
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Rövid leírás:
The main goal of this book is to provide a complete overview of particle aggregation and fragmentation. It uses broad physical principles such as conservation of mass, momentum, and energy, draws on rigorous mathematical theory and modern high-performance computing, and provides extensive references.
Hosszú leírás:
Particle dynamics with aggregation and fragmentation occurs in almost every branch of science and engineering. Examples include the formation of stars and planets in astrophysics, the formation of colloids and polymers in chemistry, the formation of raindrops and snowflakes in meteorology, the formation of fuel sprays in mechanical engineering, impact damage to aircraft and satellites in aerospace engineering, and drilling and blasting in civil and mining engineering.
This is one of the first textbooks to give particle dynamics with aggregation and fragmentation a full treatment, putting it on an equal footing with fluid dynamics and solid mechanics. To help readers understand the connections to fluid dynamics, this book shows how particle dynamics occurs in ideal gases, granular gases, and fluid turbulence. Instead of relying on empirical results that apply only under specific circumstances, the book uses broad physical principles such as conservation of mass, momentum, and energy. The text draws on rigorous mathematical theory and modern high-performance computing, while avoiding the complex details. The book also provides extensive references for those readers who need them.
While intended for a graduate level audience, the book is written in a graphically-rich style which will be accessible to advanced undergraduates. In particular, it includes over 100 figures and over 200 examples, most of which are placed into grey boxes to avoid interrupting the main text. While surveying the relevant research literature, this book also draws on the author's unique insights into particle aggregation and fragmentation, gained from participating in relevant research and development activities in industry and academia for over 25 years.
This is one of the first textbooks to give particle dynamics with aggregation and fragmentation a full treatment, putting it on an equal footing with fluid dynamics and solid mechanics. To help readers understand the connections to fluid dynamics, this book shows how particle dynamics occurs in ideal gases, granular gases, and fluid turbulence. Instead of relying on empirical results that apply only under specific circumstances, the book uses broad physical principles such as conservation of mass, momentum, and energy. The text draws on rigorous mathematical theory and modern high-performance computing, while avoiding the complex details. The book also provides extensive references for those readers who need them.
While intended for a graduate level audience, the book is written in a graphically-rich style which will be accessible to advanced undergraduates. In particular, it includes over 100 figures and over 200 examples, most of which are placed into grey boxes to avoid interrupting the main text. While surveying the relevant research literature, this book also draws on the author's unique insights into particle aggregation and fragmentation, gained from participating in relevant research and development activities in industry and academia for over 25 years.
Tartalomjegyzék:
About the Author
About the Book ("Frequently Asked Questions")
Introduction
Basic Properties
Distributions and Averages
Computational Methods
Analytic, Semi-Empirical, and Empirical Methods
Particle Shape Distributions
Particle Velocity Distributions
Particle Energy Distributions
Aggregation Cascades Part 1: Mean-Field Governing Equations
Aggregation Cascades Part 2: Full Mean-Field Solutions
Aggregation Cascades Part 3: Late-Time Mean-Field Solutions
Fragmentation Cascades Part 1: Mean-Field Theory for Binary Fragmentation
Fragmentation Cascades Part 2: Mean-Field Theory for Random Fragmentation
Fragmentation Cascades Part 3: Mean-Field Theory for Collisional Fragmentation
Unitary Fragmentation Part 1: Basic Principles
Unitary Fragmentation Part 2: Average Sizes
Unitary Fragmentation Part 3: Size Distributions
Maximum Entropy Theory for Discrete Particle Systems
Maximum Entropy Theory for Continuous Particle Systems
Conclusions
Appendix A: Different Forms of Common Size Distributions
About the Book ("Frequently Asked Questions")
Introduction
Basic Properties
Distributions and Averages
Computational Methods
Analytic, Semi-Empirical, and Empirical Methods
Particle Shape Distributions
Particle Velocity Distributions
Particle Energy Distributions
Aggregation Cascades Part 1: Mean-Field Governing Equations
Aggregation Cascades Part 2: Full Mean-Field Solutions
Aggregation Cascades Part 3: Late-Time Mean-Field Solutions
Fragmentation Cascades Part 1: Mean-Field Theory for Binary Fragmentation
Fragmentation Cascades Part 2: Mean-Field Theory for Random Fragmentation
Fragmentation Cascades Part 3: Mean-Field Theory for Collisional Fragmentation
Unitary Fragmentation Part 1: Basic Principles
Unitary Fragmentation Part 2: Average Sizes
Unitary Fragmentation Part 3: Size Distributions
Maximum Entropy Theory for Discrete Particle Systems
Maximum Entropy Theory for Continuous Particle Systems
Conclusions
Appendix A: Different Forms of Common Size Distributions