The Portrait Of A Crack by Finkel

In this post, we will see the book The Portrait Of A Crack by V. Finkel.

About the book

Fracture… We encounter it every day. every hour. Here a feeble blade of grass, so green and undaunted, has victoriously shot through the asphalt pavement. H ow could this hap­ pen? There a mighty metal structure that was expected to stand for ages suddenly broke. . . Why? W hat causes disaster and fracture in a world of the strongest materials? How*docs a microcrack behave? From whence its strength and treachery? How is man learning to control this terrible force and to turn it to his
own advantage? The author answers these questions and many others. The easy, natural manner of narration and the poetic quota­tions illustrating the author’s conceptions make the book interesting as well as instruc­tive.
The book is intended for the general public, for all those who want to understand one of Nature’s greatest mysteries. But it is primarily addressed to young people faced with the problem of choosing a profession.

Translated from the Russian by Y. Nadler

The book was translated from Russian by was published in 1985 by Mir Publishers.

Original Scan by Guptaji

You can get the book here.

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5,000,000+ and counting!

We crossed 5 million all time views! Many many thanks to all the supporters of the project, this would not have been possible without you!

Our yearly visitors

And from across the world, it lists almost all countries which go upto single digits..

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Selected Problems On Discrete Mathematics by G. P. Gavrilov; A. A. Sapozhenko

In this post, we will see the book Selected Problems On Discrete Mathematics by G. P. Gavrilov; A. A. Sapozhenko.

About the book

This collection of problems was compiled for students and teachers at university level educational institutions. It contains problems on Boolean algebra, k-valued logics, the theory of graphs and combinatorics, coding theory, automata theory, and the theory of algorithms. The problems include simple ones for those beginning with discrete mathematics, and more difficult ones that stimulate a better grasp of a subject. The theory of dis­crete mathematics is presented in Introduction to Discrete Math­ematics by S. Yablonsky.
G. Gavrilov is an associate professor at the Faculty of Com­putational Mathematics and Cy­bernetics at Moscow State Uni­versity. He has written a series of aids on discrete mathematics and mathematical logic, which have been published by Mos­ cow University Press and Nauka. His scientific interests cover dis­crete functional systems, graph theory, and mathematical logic. A. Sapozhenko is an associate professor in the same depart­ment. He specializes in dis­ crete mathematics and mathe­matical cybernetics. His main scientific interests are associated with the Boolean algebra, the minimization of Boolean func­tions, the random graphs, and the combinatorics of partially ordered sets.

The book was translated from Russian by was published in 1989 by Mir Publishers.

Translated from Russian by Ram S. Wadhwa and Natalia V. Wadhwa
First published 1989
Revised from the 1977 Russian edition

Original scan from Servants of Knowledge

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Mécanique Des Milieux Continus Tomes 1 et 2 by L. Sedov

 

https://archive.org/details/sedov-mecanique-des-milieux-continus-tome-2-mir-1975

https://archive.org/details/sedov-mecanique-des-milieux-continus-tome-1-mir-1975

 

Ce cours de mécanique des milieux continus est donc conçu dans l’esprit des indications précédentes. Il représente une version amplifiée du cours professé par l’auteur pendant plusieurs années à l’Université de Moscou et dont le texte existait primitivement en 1966-1968 sous forme polycopiée.
Le cours comprend deux tomes. Dans le premier tome sont exposées les méthodes mathématiques et les notions universelles, les bases de la thermodynamique et de l’électrodynamique. Nous espérons qu’un bref exposé des notions de base de ces disciplines sera utile non seulement aux lecteurs se spécialisant dans la méca­ nique. Dans le premier tome on établit également les fondamentales équations physiques et relations complémentaires aux fortes dis­ continuités, ainsi que les conditions initiales, les conditions aux limites et autres. En même temps on attire l’attention sur l’impor­ tance des méthodes approchées, ayant trait, par exemple, à la linéa­ risation des problèmes. C’est dire que le premier tome prépare les bases à la construction de modèles concrets des milieux continus et met en relief les éléments types des procédés de schématisation des problèmes posés.
On donne également en supplément au premier tome deux articles dont la matière est organiquement liée au sujet du cours. Le premier traite de la théorie générale de la symétrie dans l’espace tridimen­ sionnel, du problème de classification des cristaux à symétrie ponc­ tuelle et de la théorie de la structure des fonctions tensorielles non linéaires de plusieurs arguments tensoriels. Le second est un exposé systématique de la méthode générale de construction des modèles complexes des milieux continus à degrés de liberté intérieurs,, méthode basée sur l’équation variationnelle universelle.
Nous souhaitons que le lecteur prenne connaissance de ces arti­ cles, nécessaires à la lecture compétente d’ouvrages consacrés aux nouveaux théories et modèles de la mécanique des milieux continus.
Le second tome traite des modèles concrets et des théories de- l’hydrodynamique, de la dynamique des gaz, de l’élasticité et de la plasticité. On y résout les problèmes types dans le cadre des modèles, classiques et l’on y établit les régularités les plus importantes qu’on rencontre dans de vastes classes de mouvements et de processus.
Traduit du russe par V. Platonov et revu par V. Parton
Un grand merci à Henri Leveque pour le scan original.
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Algebra y análisis defunciones elementales por M. Potápov; V. Alexándrov; S. Pasichenko

En este post, veremos el libro Algebra y análisis defunciones elementales por M. Potápov; V. Alexándrov; S. Pasichenko.

Sobre el libro

Un libro de álgebra con análisis de funciones elementales,

Nota: La calidad del escaneo es deficiente.

 Traducido del ruso por el ingeniero K. P. Medkov.

Publicado por Editorial Mir en 1986.

Créditos al cargador original.

Puedes conseguir el libro aquí.

(Disculpe los errores, he utilizado la traducción automática.)

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Contenido

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Geometric Shell Stability Theory by A. V. Pogorelov

In this post, we will see the book Geometric Shell Stability Theory by A. V. Pogorelov.

About the book

Translation of Geometricheskaya Teoriya Ustoychivosti Obolochek, Izd-vo “Nauka”, Moscow, 1966, pages 296.
Covers fundamental aspects of geometric shells and their stability under stress and strain conditions.

Credits to original uploader.

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Contents

Introduction 1
Chapter One. Strictly Convex Shells During Supercritical Deformations 16
Chapter Two. Loss of Stability of Strictly Convex Shells 146
Chapter Three. Cylindrical Shells During Supercritical Deformations 258
Supplement I. Some Questions of Dynamics 380
Supplement II. Isometric Transformations of Cylindrical Surfaces 426
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Organic Chemistry by B. Pavlov; A. Terentyev

In this post, we will see the book Organic Chemistry by B. Pavlov; A. Terentyev.

About the book

This book is a revised and enlarged edition of B. A. Pavlov and A. P. Terentyev’s widely known textbook of organic chem­istry. Several sections and subsections have been completely re­written by Professor A. P. Terentyev, who has also edited the book as a whole. The theoretical sections have been supplemented with an ex­position of the modern concepts of single, multiple, and conjugated bonds, benzene structure, orientation rules, catalysis, tagged atom techniques in organic chemistry, etc. Special attention in the presentation of the factual material is given to compounds with practical applications in the national economy. New information has been included concerning synthetic polymors, plastics, chem­ical fibres and dyes, as well as organosilicon, organoarsenic, and organophosphorus compounds.

About the authors

BORIS PAVLOV, Candidate of Pedagog­ical Sciences, is a well-known lectur­er in general, inorganic, and organic chemistry. He has written several valuable books on teaching methods is the author of the textbooks ORGANIC CHEMISTRY and INORGANIC CHEMISTRY for teachers’ colleges.

ALEXANDER TERENTYEV, Correspond­ing Member of the Academy of Sciences of the U.S.S.R., is Professor of Organic Chemistry at Moscow Univer­sity. The founder of the Soviet school of organic analysis, he has consider­ably enriched this field of chemistry with new reactions, techniques, and apparatus. His work in the sulphonation of organic compounds has won him the National Prize.

Alexander Terentyev is a leading authority on the stereochemistry of organic compounds. He is the author f a special course in the stereochem­istry of organic compounds, which has become part of the curriculum of the Department of Chemistry at Moscow University. His numerous books include THE STEREOCHEMISTRY OF ORGANIC COMPOUNDS, CHEMICAL LITERATURE AND HOW TO USE IT, and ORGANIC CHEMISTRY. He has written more than 400 scientific papers, which cover a wide range of subjects in the fields of heterocyclic compounds, phys­iologically active substances, and complex compounds.

The book was translated from Russian by Boris Belitsky and was published in 1969 by Mir Publishers.

Original scan by servants of knowledge.

Note: There is heavy warping on some of the pages.

You can get the book here.

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Handbook Of Analytical Chemistry by Ju. Lurie

In this post, we will see the book Handbook Of Analytical Chemistry by Ju. Lurie.

About the book

This Handbook of Analytical Chemistry is intended for scientific workers, and chemistry students in universities, polytechnics, and technical colleges. It can be used in solving various problems (both calculating and experimental) concerning general chemistry, analytical chemistry, chemical technology, and so forth.

The book was translated from Russian by Nicholas Bobrov and was published in 1978 by  Mir Publishers.

Note: There is heavy warping on some pages

Original scan by servants of knowledge

You can get the book here.

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Structure Of Molecules And The Chemical Bond by Y. K. Syrkin; M. E. Dyatkina

 

In this post, we will see the book Structure Of Molecules And The Chemical Bond by Y. K. Syrkin; M. E. Dyatkina.

About the book

This book presents a coherent, comprehensive account of structural chemistry—a complex, but important area of modern chemistry. The authors, two outstanding Russian scientists, have furnished a well-balanced wave mechanical treatment of the field. Throughout the book, they have endeavored to link theoretical aspects with practical measurements so that the reader can properly grasp recent developments and problems.
The book begins with a general survey of atomic structure (covering the Rutherford- Bohr model, the developments of wave mechanics and its relation to periodic classi­ fication of the elements). The emergence of ideas on chemical binding is discussed, particularly in reference to covalency and resonance—using the Heitler-London atomic orbital method as a basis for the treatment. Chapters cover the homopolar bond (with an examination of the Pauli Principle), saturation and direction of valency bonds, resonance of valency structures, and resonance of covalent and ionic states.
The authors then take up the molecular orbital method and its application to diatomic and polyatomic molecules. They consider a number of highly significant topics: spec­ tral measurements, dipole moments, bond energies and intermolecular attraction; crystal structure and chemical binding; etc. An extensive account of complex com­ pounds follows. This chapter deals with metallic carbonyls, nitrosyl and nitro com­ pounds, cyanides, halogen compounds, and the like. Apart from the Heitler-London treatment of the homopolar bond, all mathematical derivations are postponed to three chapters at the end of the book. Thus, the non-mathematical reader with an average chemistry background can simply omit this final section and still be assured that he has a thoroughly sound introduction to the subject.
A great virtue of the book is that it brings together between the covers of a single volume a large amount of theoretical material and experimental data otherwise to be found only in scattered books and periodicals. And it presents this material in a form intelligible to a great many readers who would ordinarily be put off by the more advanced texts in which these topics are usually discussed. Practicing chemists and students will find this an exceptionally useful addition to their working libraries.

The book was translated from Russian by Translated and revised by M. A. Partridge and D. O. Jordan was published in 1964.

Credits to original uploader.

Original scan by DLI.

You can get the book here.

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The Planets Solved And Unsolved Problems by D. Ya. Martynov

In this post, we will see the book The Planets Solved And Unsolved Problems by D. Ya. Martynov.

About the book

A survey of the resolved and unresolved problems of planetary physics is presented. The con­tribution of worldwide research in the fields of astronomy, surface astronomy, space technology and other fields to planetary physics is reviewed. A list of physical constants for all planets and their satellites is given.

Translation of “Planety: Reshennyye i Nereshennyye Problemy.”

“Nauka” Press, Moscow, 1970

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