Theory Of Fog Condensation by A.G. Amelin

This book presents the theoretical principles of fog formation. Fundamental formulas are derived for predicting and potentially preventing fog in various practical scenarios. The book reviews basic research on the subject and supports the theoretical findings by comparing them with experimental data.

Since fog formation through homogeneous vapor condensation is possible only in an atmosphere of supersaturated vapor, the book examines the different processes leading to supersaturation in detail. Industrial mists are classified according to the processes responsible for developing supersaturated vapor and are discussed in the respective chapters. The practical application of theoretical techniques for preventing fog formation is covered extensively.

A primary aim of the book is to familiarize readers with methods for assessing the probability of fog formation in different situations and calculating the drop sizes and number densities of mists. The examples provided are largely based on common cases of fog formation encountered in practice.

The focus of this book is on fog condensation, and it does not discuss mist formation by mechanical pulverization and spraying of liquids, as the physical mechanisms for these processes are entirely different.

You can get the book here and here.

PREFACE vii

INTRODUCTION ix

CHAPTER ONE. GENERAL ASPECTS OF FOG CONDENSATION 1
– Supersaturated vapor 1
– Formation of liquid droplets in a gas 2
– Vapor condensation on nuclei 3
– Thermodynamic derivation of Kelvin equation 7
– Homogeneous condensation of vapor 9
– Derivation of the formula for the rate of formation of embryos 9
– New trends in the theory of homogeneous vapor condensation 15
– Critical vapor supersaturation 16
– Methods for the determination of critical supersaturation 17
– Dependence of critical supersaturation on temperature 19
– Condensation nuclei 20
– Experimental data on nucleation rates 24
– Accommodation coefficients 27
– Rate of vapor condensation on the surface of droplets 29
– Temperature of a droplet in supersaturated vapor 31
– Dispersity, number density, and mass concentration of fog 33
– Mechanism of fog formation 35
– References 39

CHAPTER TWO. FORMATION OF SUPERSATURATED VAPOR AND FOG BY ADIABATIC EXPANSION AND RADIATIVE COOLING 43
– Fog formation in an adiabatically expanding vapor-gas mixture 43
– Working formulas for supersaturation 43
– Droplet size and number density of fog 47
– Numerical calculation of fog formation by adiabatic expansion 51
– Cloud chamber and its application 55
– Adiabatic processes in nature and in industry 58
– Fog formation by radiative cooling 58
– References 60

CHAPTER THREE. FORMATION OF SUPERSATURATED VAPOR AND FOG IN TURBULENT MIXING OF GASES 61
– Derivation of working formulas for the supersaturation 61
– Fundamental properties of turbulent jets 72
– Drop size distribution and number density 80
– Rate of nucleation and rate of growth of droplets in a jet 83
– Determination of critical supersaturation in a jet 85
– Various cases of fog formation in turbulent mixing of gases 87
– References 92

CHAPTER FOUR. FORMATION OF SUPERSATURATED VAPOR AND FOG BY MOLECULAR DIFFUSION AND THERMAL CONDUCTION 94
– Derivation of working formulas 94
– The diffusion chamber 98
– Preparation of metal powders 100
– Formation of radiative fogs 101
– References 103

CHAPTER FIVE. FORMATION OF SUPERSATURATED VAPOR AND FOG BY EDDY AND MOLECULAR DIFFUSION AND THERMAL CONDUCTION 105
– Formation of supersaturated vapor during vapor condensation in a pipe 105
– Formation of supersaturated vapor in a turbulent stream between surfaces of different temperature 113
– Formation of supersaturated vapor in the boundary layer 115
– Formation of fog during vapor condensation on a surface 117
– Drop size distribution and number density of fog in pipe condensers 121
– Calculation of drop size distribution and number density of fog forming when H2SO4 vapor condenses in a pipe 127
– Prevention of fog during freezing out of vapor 141
– Prevention of fog during the recovery of volatile solvents by condensation 147
– Prevention of fog during vapor condensation in spray towers 152
– Prevention of fog during vapor condensation in bubblers 163
– References 168

CHAPTER SIX. FORMATION OF SUPERSATURATED VAPOR AND FOG AS THE RESULT OF CHEMICAL REACTIONS OF GASES IN THE VOLUME 170
– Derivation of working formulas for supersaturation 170
– Formation of fog when SO3 is absorbed by aqueous H2SO4 solutions 174
– Photoelectric nephelometry 181
– Formation of condensation nuclei in the atmosphere as the result of chemical reactions of gases in the volume 185
– Production of soot, silica smoke, and Al2O3 powder 187
– Various cases of fog formation as the result of chemical reactions of gases in the volume 195
– References 199

CHAPTER SEVEN. FOGS WITH CONTROLLED NUMBER DENSITY AND DROP SIZE DISTRIBUTION 202
– Drop size and number density as a function of supersaturation 202
– Control of drop size distribution and number density of fogs 206
– Control of drop size in medical aerosols and pesticide sprays 208
– Control of fog dispersity during vapor condensation on the surface 213
– Generation of artificial condensation nuclei and monodisperse fog 216
– References 220

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Theory Of Elastic Waves In Crystals by F. I. Fedorov

The book is derived from a series of lectures presented by the author in the fall of 1962 to graduate students and others specializing in crystal physics at Moscow University. During its preparation for publication, the material was significantly extended and supplemented. The theory of elastic waves in crystals is fundamental to ultrasonic technology, piezoelectronic devices, and various areas of solid-state physics that hold practical and theoretical significance. There has been a recent surge of interest and research in this field, with many papers published on the subject. While surveys have been published in other countries, they are typically review articles or single chapters in broader books on elasticity theory or solid mechanics. The author notes a lack of comprehensive, up-to-date books focused solely on the general theory of elastic waves in homogeneous crystalline solids.

The book aims to address this gap. The author’s approach differs from other works on the subject, relying heavily on the general and systematic use of direct (coordinate-free) methods from vector and tensor calculus. These methods have demonstrated their efficacy in crystal optics and are particularly useful for studying the complex laws governing the propagation of elastic waves in crystals. Since these methods are still relatively unfamiliar to most physicists, the second chapter is devoted entirely to a detailed exposition of them.

Much of the material represents the author’s original work, with a strong emphasis on general methods for solving various classes of problems. Specific features of particular crystals within different symmetry classes are given less space, serving primarily an illustrative purpose.

Translated from Russian by J. E. S. Bradley

You can get the book here and here.

Contents

 

CHAPTER 1. General Equations of the Theory of Elasticity

1. Deformation tensor
2. Stress tensor
3. Equilibrium conditions and the equation of an elastic medium
4. Hooke’s law
5. Energy of a deformed elastic body
6. Tensor for the elastic moduli
7. Crystal symmetry
8. Elastic moduli of crystals of the lower systems
9. Elastic moduli of crystals of the higher systems

CHAPTER 2. Elements of Linear Algebra and Direct Tensor Calculus

10. Vectors and matrices in n-dimensional space
11. Three-dimensional tensors and dyads
12. The Levi-Civita tensor and its applications
13. Eigenvalues and eigenvectors of a second-rank tensor
14. Tensor relations in a plane

CHAPTER 3. General Laws of Propagation of Elastic Waves in Crystals

15. Plane waves and Christoffel’s equation
16. General properties of the A tensor and forms of plane elastic waves in crystals
17. Special directions for elastic waves in crystals
18. Longitudinal normals and acoustic axes
19. Form of the A tensor for various crystal systems
20. Convoluted tensor for the elastic moduli

CHAPTER 4. Energy Flux and Wave Surfaces

21. The energy-flux vector and the ray velocity
22. Energy vector with acoustic axes
23. Elliptical polarization in elastic waves and the instantaneous energy-flux vector
24. Wave surfaces
25. Sections of the wave surfaces by symmetry planes

CHAPTER 5. General Theory of Elastic Waves in Crystals Based on Comparison with an Isotropic Medium

26. Mean elastic anisotropy of a crystal
27. Comparison with an isotropic medium
28. Special directions
29. Approximate theory of quasilongitudinal waves
30. Another form of the approximate theory

CHAPTER 6. Elastic Waves in Transversely Isotropic Media

31. Covariant form of the A tensor
32. Phase velocities and displacements
33. Comparison of a hexagonal crystal with an isotropic medium
34. Mean transverse anisotropy
35. Comparison with a transversely isotropic medium

CHAPTER 7. Elastic Waves in Crystals of the Higher Systems

36. Cubic crystals
37. Approximate theory for cubic crystals
38. Tetragonal crystals
39. Comparison with a hexagonal crystal
40. Trigonal crystals

CHAPTER 8. Reflection and Refraction of Elastic Waves

41. Boundary conditions for plane elastic waves
42. Reflection of elastic waves at the free boundary of an isotropic medium
43. Reflection at the free boundary of a crystal
44. The complex refraction vector and inhomogeneous plane waves
45. Invariant characteristics of the polarization of plane waves
46. Inhomogeneous waves at a free boundary

CHAPTER 9. Elastic Waves and the Thermal Capacity of a Crystal

47. Statistical theory of the thermal capacity of a solid
48. Computation of the Debye temperature
49. Averaging of the products of components of unit vector
50. Debye temperatures of cubic crystals
51. Debye temperatures of hexagonal crystals

LITERATURE CITED

INDEX

 

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Theory Of Heat And Mass Transfer by A.V. Lykov; Yu.A. Mikhailov

This text presents an analytical theory describing the transfer of heat and matter in gaseous mixtures, dispersed systems, and porous bodies. The methods of the thermodynamics of irrevers­ible processes are used to obtain a system of differential equations for heat and mass transfer in the presence of phase and chemical transformations, and then the solutions of this system for problems of unsteady heat and mass conduction with various boundary conditions are found. The data of these solutions may be useful in the calculation of drying, gasification, and com­bustion processes, as well as in the calculation of the separation of gaseous mixtures and molecular solutions.
This text will be of interest to a large number of scientists and engineers in research and in industry and may also be used as a textbook for students.

This book is a translation of
TEORIYA TEPLO- I MASSOPERENOSA Gosudarstvennoe energeticheskoe izdatel’stvo Moskva-Leningrad
1963

Translated from Russian by I. Shechtman
Translation edited by R. Hardin

You can get the book here and here.

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Humanism Atheism Principles And Practice

This book acquaints the reader with atheists’ ideas of their own work, and with their prin­ ciples and methods.

Translated by N. Kittell

CONTENTS

Introduction 5

I. Kichanova. Humanism and Atheism the Present-Day Dialogue 11

B. Grigoryan. Atheism: Its Every­ day Expression

A. Osipov. Through a Thousand Why’s 77

N. Amosov. Meditation and the Heart 135

You can get the book here and here.

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Theory Of Linear Operators In Hilbert Space Volume 2 by N.I.Akhiezer; I.M.Glazman

This book provides a comprehensive exploration of the spectral analysis of unitary and self-adjoint operators, along with the theory of extensions of symmetric operators. It begins with foundational topics such as the trigonometric moment problem, analytic functions, and integral representations of operators, progressing to more advanced concepts like the Cayley transform, spectral types, and canonical forms of self-adjoint operators. The text also delves into the theory of extensions, covering deficiency indices, Neumann formulas, and Krein’s resolvent formula. Appendices extend the discussion to generalized extensions, spectral functions, and differential operators, including regular and singular cases, with practical examples and inversion formulas. The book is a rigorous mathematical treatise aimed at understanding the structure, spectra, and extensions of operators in functional analysis.

Translated from the Russian by Merlynd Nestell

You can get the book here and here.

CONTENTS

Chapter VI. THE SPECTRAL ANALYSIS OF UNITARY AND SELF-ADJOINT OPERATORS

1. The Trigonometric Moment Problem 1
2. Analytic Functions with Values in a Half-plane 5
3. The Theorem of Bochner 11
4. The Resolution of the Identity 14
5. The Integral Representation of a Unitary Operator 16
6. Operators Represented by Stieltjes Integrals 22
7. The Integral Representation of a Group of Unitary Operators 29
8. The Integral Representation of the Resolvent of a Self-Adjoint Operator 31
9. The Integral Representation of Self-Adjoint Operators 36
10. The Cayley Transform 42
11. The Spectra of Self-Adjoint and Unitary Operators 46
12. The Simple Spectrum 50
13. Spectral Types 56
14. The Multiple Spectrum 59
15. The Canonical Form of a Self-Adjoint Operator with a Spectrum of Finite Multiplicity 60
16. Some Remarks about Unitary Invariants of Self-Adjoint Operators 65
17. Some Remarks about Functions of Self-Adjoint Operators 74
18. Commutative Operators 76
19. Rings of Bounded Self-Adjoint Operators 80
20. Examples 84

Chapter VII. THEORY OF EXTENSIONS OF SYMMETRIC OPERATORS

21. Deficiency Indices 91
22. Further Remarks on the Cayley Transform 94
23. The Neumann Formulas 97
24. Simple Symmetric Operators 101
25. The Structure of Maximal Operators 103
26. Spectra of Self-Adjoint Extensions of Symmetric Operators 107
27. The Formula of Krein for the Resolvent of the Self-Adjoint Extensions of a Symmetric Operator 110
28. Semi-Bounded Operators 114
29. Some Remarks about the General Theory of Extensions 119

Appendix I. GENERALIZED EXTENSIONS AND GENERALIZED SPECTRAL FUNCTIONS OF SYMMETRIC OPERATORS

1. Generalized Resolution of the Identity. Naimark’s Theorem 121
2. Self-Adjoint Extensions to Larger Spaces and Spectral Functions of Symmetric Operators 126
3. Spectral Functions of Symmetric Operators and Generalized Resolvents 133
4. The Formula of Krein for Generalized Resolvents 139
5. Quasi-Self-Adjoint Extensions and the Characteristic Function of a Symmetric Operator 146

Appendix II. DIFFERENTIAL OPERATORS

1. Self-Adjoint Differential Expressions 162
2. Regular Differential Operators 166
3. Self-Adjoint Extensions of a Regular Differential Operator 168
4. Singular Differential Operators 170
5. Self-Adjoint Extensions of a Singular Differential Operator 174
6. The Resolvents of Self-Adjoint Extensions 177
7. Inversion Formulas Related to Differential Operators of the Second Order 186
8. Generalization to Differential Operators of Arbitrary Order 200
9. Examples 204

INDEX 216

 

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Mysteries of the Microworld by Vera Chernogorova

Greetings, I am happy to present a yet untranslated book from the Eureka series of books.

About the Book

The world of elementary particles is currently in a state similar to that of chemical elements before D. Mendeleev’s discovery of the periodic system. It is a troubling and mysterious situation because it is unclear where elementary particles come from and why there are so many of them. This book by V. Chernogorova explores these questions, discussing what elementary particles have in common and how they differ from one another.

About the Author

After graduating from the Faculty of Physics and Mathematics, Vera Alexandrovna pursued postgraduate studies and later became a researcher at the Joint Institute for Nuclear Research in Dubna.
For nearly twelve years, she participated in experiments at a particle accelerator, the synchrocyclotron, and co-authored numerous scientific papers on muon research.

In recent years, she has published over ten articles in journals such as Knowledge is Power, Science and Life, and Technology for Youth. Her writings cover topics in nuclear physics, high-energy physics, astrophysics, controlled thermonuclear fusion, scientific advancements in everyday life, and the future of science. Many of these articles have been reprinted in international journals.

Her first book, Mysteries of the Microworld, introduces readers to key issues in particle physics. In 1975, it was awarded a diploma in the All-Union Competition for the Best Popular Science Works.

Mysteries of the Microworld (2nd edition) Moscow, Molodaya Gvardiya, 1978.
224 pages, illustrated (Eureka series).
Editor: V. Fedchenko
Original Cover Design: Yu. Aratovsky
Illustrations: K. Moshkin
Artistic Editor: B. Fedotov
Technical Editor: N. Nosova
Proofreader: A. Dolidze

Translated from the Russian and typeset in LaTeX by Damitr Mazanav.
This electronic version released on the web by The Mir Titles Project

Released under Creative Commons by ShareAlike 4.0 License

You can get the book here and here

Contents

Translator’s Note vii

1 The World That Cannot Be Seen 1
The New Leader 1
A Familiar Stranger 8
Two Contenders 11
The Third, But Not The Last 19
A New Role 22
Under The Invisible Cloak 29
Extraordinary Bricks 34
The Era Of Hyperons 39
A Restless Domain 43
The Realm Of Energy 46

2 The Last Matryoshka? 53
The Phoenix 53
Playing By The Rules 57
Point Or Not A Point? 60
The Language Of Scattering 63
Electronic Assault 67

3 The New Linnaeus 77
Who Is Who? 77
Strange Exhibits 80
The Jury’s Verdict 87
Hunting For Quarks 91
The “Quark Chorus” 98
Instant Photograph 101

4 Lost Illusions 105
The Theta-Tau Puzzle 105
Journey Into The Looking Glass 112
The First “Victims” 117
Kaon Cocktails 124
A One-Actor Theatre 129
Paradise Lost 133

5 Great Expectations 143
Conflict Or Mutual Understanding? 143
Simpleton Or Genius? 148
Serpukhov Speaks 152
The Calm Before The Storm 158
Let’s Not Be Detectives 162
A “Macro View” Of The Microworld 167
The Ghost Particle 175

6 Big Science 189
Then And Now 189
Bathing In Liquid Hydrogen 192
Lightning In A Box 195
From Monologue To Dialogue 200
Target – A Jet Of Hydrogen 204
“Industrial” Science 208
“Magic Wand” 213
Physics At A Distance 220

7 Fruits And Roots 231
From Cobblestones To Antimatter 231
Universal Machines 237
The Accelerator As An Energy Generator 243
Man-Made Atoms 252
Dubna – The “Mecca” Of Mesochemistry 259

8 A Small Universe 265
A Laboratory For All 265
A “Spoon” For The Sun 271
Neutrino Tsunami 276
Peers Of The Universe 280
Antiworlds? 285
The Small Universe 299

Translator’s Postface 305

Some glimpses

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Fairy Tales – A.S. Pushkin

A collection of Fairy Tales from A.S. Pushkin

You can get the book here and here.

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মহাবিশ্বের কাথা (Our Greatgrandmother Universe in Bengali) by ফেলিক্স ক্রিভিন (Felix Krivin)

শিশুদের জন্য একটি ছোট বই জ্যোতির্বিজ্ঞান এবং মহাবিশ্বের বিভিন্ন আকর্ষণীয় দিক বর্ণনা করে যা আমরা বাস করি.

A little book for children describing several fascinating aspects of astronomy and the universe which we live in.

মূল রুশ থেকে ‘অনুবাদ: অরুণ সোম অঙ্গসজ্জা: গালিনা সেমিওনভা

All credits to Sovietbooksinbengali blog.

You can get the book here and here.

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সিডকা-বুকা (Russian Folk Tales in Bengali) by এম. বুলাতভ (M. Bulatov)

A picture story book for children with Russian folk tales.

All credits to Sovietbooksinbengali blog.

You can get the book here and here.

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ব্রেস্ত কেল্লার বীর (Heroes of the Brest Fortress in Bengali) by সের্গেই স্মির্নভ (Sergei Smirnov)

ব্রেস্ত থেকে দেড় মাইল দূরে পশ্চিম সীমান্তপ্রদেশে রুশদের এক পুরোনো কেল্লা।

দেশরক্ষার মহান যুদ্ধের আগে এটিকে প্রধানত ব্যবহার করা হত ব্যারাক ও সরবরাহ কেন্দ্র হিসেবে। ১৯৪১এর ২২শে জুন। রাত্রিবেলা। কেল্লার পাহারায় রয়েছে শুধু ছোট একটি গ্যারিসন। প্রধান দলগুলি গেছে গ্রীষ্মকালীন শিক্ষাকেন্দ্রে। জার্মানরা একে সংখ্যায় বেশী, তাতে আবার আচমকা আক্রমণ করে বসে। দ্রুত তারা ব্রেস্তের উপর চড়াও হয়, এগিয়ে আসে দেশের ভিতরে।

লড়াই শুরু হবার কয়েক হপ্তা বাদে যুদ্ধক্ষেত্রের পুরোবর্তী দলে গুজব শোনা গেল শত্রুদলের অনেক পিছনে রেস্ত কেল্লার বীর সৈনিকরা তখনও লড়াই চালিয়ে যাচ্ছে। যে সব অফিসার আর সৈনিক বেষ্টনী ভেদ করে বেরিয়ে আসে আর যে বোমারুবহর রাতের বেলা শত্রুর

An old Russian stronghold on the western frontier, a mile and a half from Brest.

It was primarily used as a barracks and supply station before the Great War in the homeland. June 22, 1941. Night. The fort has only a small garrison. The main groups went to summer education centers. The Germans were outnumbered and attacked again. They quickly moved up the hill and into the country.

A few weeks after the start of the fighting, rumors were heard in the foreground of the battlefield that the heroic soldiers of rest Fort, far behind the enemy, were still fighting. The officers and men who came out of the perimeter and the Bombers who came out of the enemy at night.

অনুবাদ: ফল্ম কর

প্রচ্ছদপট ও মুদ্রণ প

রিকল্পনা: রেব্রভ

All credits to Sovietbooksinbengali blog.

You can get the book here and here.

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