[N402.Ebook] Ebook Reciprocating Compressors:: Operation and Maintenance, by Heinz P. Bloch, John J. Hoefner

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Reciprocating Compressors:: Operation and Maintenance, by Heinz P. Bloch, John J. Hoefner

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For anyone responsible for purchasing, servicing, or operating reciprocating compressors, this book discusses the theory of operation and explains how to install, troubleshoot, overhaul, and repair all types of compressors.
This broad comprehensive text offers practical details on how to purchase, service, operate, and maintain compressors used in any of the process industries such as pulp and paper, mining, food processing, pharmaceuticals.

• Sales Rank: #1362438 in Books
• Brand: Brand: Gulf Professional Publishing
• Published on: 1996-10-22
• Original language: English
• Number of items: 1
• Dimensions: 9.21" h x .94" w x 6.14" l, 1.89 pounds
• Binding: Hardcover
• 504 pages

Features

• Used Book in Good Condition

Review
This textbook covers the fundamentals of gas compression and describes the operation, installation, and maintenance of reciprocating compressors. (Gas Abstracts)

About the Author
A consulting engineer residing in Montgomery, texas, Heinz. P. Bloch has held machinery-oriented staff and line positions with Exxon affiliates in the United States, Italy, Spain, England, The Netherlands, and Japan. His career spanned several decades prior to his 1986 retirement as Exxon Chemical's regional machinery specialist for the USA. Since his retirement from Exxon, he has been in demand throughout the world as a consultant and trainer in the areas of failure avoidance, root cause failure identification, and reliability improvement. Mr. Bloch is the author/co-author of thirteen books and over 200 other publications on subjects related to machinery reliability and failure avoidance. He is the Reliability and Equipment Editor of Hydrocarbon Processing magazine and has served as chair of the annual conference program for Hydrocarbon Processing's Process Plant Reliability Conference for a number of years.

Most helpful customer reviews

3 of 3 people found the following review helpful.
A Practical Reference to Reciprocating Compressors - Must have for the Industrial Practitioner
By David De Sousa
The starting point to select, install, operate or control specific Machinery is to learn and understand about its principles and technology. I am an Electronics Engineer, but I have been working for the last 16 years as an Instrumentation, Automation and Process Safety and Control Engineer for the Oil and Gas Industries. As a result I have been involved with Chemical and Mechanical Engineering issues related with both Reciprocating and Centrifugal Compressors in a day to day basic. This handy reference has proven most useful and time saving when in need of information or a shortcut to solve problems.

This "quick-reference" guide offers you authoritative information on the operating characteristics, efficiencies, design features, reliability, and maintenance of Reciprocating Compressors. Absolutely a must have if you work with Reciprocating Compressors.

5 of 5 people found the following review helpful.
Outstanding Book on Reciprocating Compressors!
By A. Alkowaiter
I am a rotating equipment specialist, and consider this a very thorough book on all aspects of reciprocating compressors, from the general design, installation, and maintenance point of view. What sets this book apart from others is that the author is a reliability specialist, and many of the hidden details that can lead to failures are pointed out. In addition, the book is extremely well illustrated with large clear pictures and drawings.

0 of 0 people found the following review helpful.
Tony Sofronas
By TonyS
When a book is written by Bloch you know it is going to be practical and useful. When Heinz teams up with a receprocating compressor expert like John Hoefner you know the information will be unique. There are not that many books on reciprocating compressors, their operation, maintenance and troubleshooting, and this book bings it all together. This is the kind of book I needed at the start of my career when I was working for an engine builder. It will help new as well as seasoned vererans. Well done Heinz and John.

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[Q734.Ebook] Download Ebook Recent Advances in the Scientific Research on Ancient Glass and Glaze (Series on Archaeology and History of Science in China), by Fuxi Gan

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• Sales Rank: #3179211 in eBooks
• Published on: 2016-02-18
• Released on: 2016-02-24
• Format: Kindle eBook

From the Inside Flap
The aim of the book is to report the recent research development of ancient glass and glazing technology and the historical cultural exchange of the East and West along the Silk and Steppe Roads. The contents of this book are dedicated to promote the exchanges between researchers in both social and scientific fields.

The scope of this book includes the new archaeological findings of ancient glass and faience in the world, the relationship of glassmaking with glazing technology, the development and application of modern techniques used for the characterization of ancient glass and glaze, compound colorants/opacifiers among ancient glass, the early exchanges of culture and techniques used between China and elsewhere along the Silk and Steppe Roads, and so on.

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[E236.Ebook] Download Ebook Lagrangian and Hamiltonian Mechanics, by M. G. Calkin

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This book takes the student from the Newtonian mechanics typically taught in the first and the second year to the areas of recent research. The discussion of topics such as invariance, Hamiltonian Jacobi theory, and action-angle variables is especially complete; the last includes a discussion of the Hannay angle, not found in other texts. The final chapter is an introduction to the dynamics of nonlinear nondissipative systems. Connections with other areas of physics which the student is likely to be studying at the same time, such as electromagnetism and quantum mechanics, are made where possible. There is thus a discussion of electromagnetic field momentum and mechanical "hidden"; momentum in the quasi-static interaction of an electric charge and a magnet. This discussion, among other things explains the "(e/c)A"; term in the canonical momentum of a charged particle in an electromagnetic field. There is also a brief introduction to path integrals and their connection with Hamilton's principle, and the relation between the Hamilton Jacobi equation of mechanics, the eikonal equation of optics, and the Schrödinger equation of quantum mechanics. The text contains 115 exercises. This text is suitable for a course in classical mechanics at the advanced undergraduate level.

• Sales Rank: #1368643 in Books
• Brand: Calkin, M. G.
• Published on: 1996-07-04
• Original language: English
• Number of items: 1
• Dimensions: 8.60" h x .80" w x 6.10" l, 1.03 pounds
• Binding: Hardcover
• 216 pages

Review
I like the book because of the clear precision with which it expresses the results it eventually arrives at, the straightforward ways in which it illustrates the use of these results, and the sets of nontrivial end-chapter exercises that provide a rich opportunity to verity one s own grasp of the methods to which one is introduced in the text. --Am. J. Phys.

It is a nice and well-written book … there is a good supply of exercises and worked examples that render this little handbook a useful tool for all those who would like to learn and understand something about mechanics. --Mathematics Abstracts

Most helpful customer reviews

26 of 27 people found the following review helpful.
Excellent Preparation for Graduate Level Mechanics
By Jason Dowd
Since Amazon doesn't have "See Inside" activated for this book, here is a quick rundown of its table of contents:

Chapter 1 - Newton's Laws

Newton's Laws
Free fall
Simple harmonic oscillator
Central force
Gravitational force: qualitative
Gravitational force: quantitative
Parameters of earth's orbit
Scattering
Coulomb scattering
Exercises

Chapter 2 - The Principle of Virtual Work and D'Alembert's Principle

Constraints
Principle of virtual work
D'Alembert's principle and generalized coordinates
Lever
Inclined plane
Plane pendulum
Exercises

Chapter 3 - Lagrange's Equations

Lagrange's Equations
Plane pendulum
Spherical pendulum
Electromagnetic interaction
Interaction of an electric charge and a magnet
Exercises

Chapter 4 - The Principle of Stationary Action or Hamilton's Principle

Principle of stationary action
Calculus of variations
Geodesics
Examples
Path integral formulation of quantum mechanics
Exercises

Chapter 5 - Invariance Transformations and Constants of the Motion

Invariance Transformations
Free particle (a)
Infinitesimal transformations
Free particle (b)
Space time transformations
Spatial displacement
Spatial rotation
Galilean transformation
Time displacement
Covariance, invariance, and the action
Exercises

Chapter 6 - Hamilton's Equations

Hamilton's equations
Plane pendulum
Spherical pendulum
Rotating pendulum
Electromagnetic interaction
Poisson brackets
Exercises

Chapter 7 - Canonical Transformations

One degree of freedom
Generating functions
Identity and point transformations
Infinitesimal canonical transformations
Invariance transformations
Lagrange and Poisson brackets
Time dependence
Integral invariants
Exercises

Chapter 8 - Hamilton-Jacobi Theory

Hamilton's principal function
Jacobi's complete integral
Time-independent Hamilton-Jacobi equation
Separation of variables
Free particle, in cartesian coordinates
Central force, in spherical coordinates
Hamilton-Jacobi mechanics, geometric optics, and wave mechanics
Exercises

Chapter 9 - Action-Angle Variables

Action-angles variables
Example: simple harmonic oscillator
Example: central force
Adiabatic change
Exercises

Chapter 10 - Non-Integrable Systems

Surface of section
Integrable and non-integrable systems
Perturbation theory
Irrational tori
Rational tori
Exercises

Index

The exposition is of high quality throughout and is supplemented by over 80 figures. In addition, the exercises are excellent and form an essential part of the text, although they tend to be algebraically laborious. I would recommend that anyone using this book for self study also acquire Lagrangian and Hamiltonian Mechanics: Solutions to the Exercises as this book often provides efficient tricks for solving these types of problems that are good to know.

One of the outstanding features of this book are some of its supplementary discussions such as the one on the Electromagnetic Field and field momentum in chapter three, the discussion of time dilation in general relativity and the path integral formulation of quantum mechanics in chapter four, the connections between Hamilton-Jacobi mechanics, geometrical optics and quantum mechanics in chapter 8, and essentially all of chapter 10.

A few of the things I didn't care for were the occasional shady handling of infinitesimals and differential forms, and the odd omission of any mention of chaos in chapter 10.

Regardless though, diligent study of this book will definitely bring your classical mechanics up to the level where it needs to be for grad school.

Enjoy!

36 of 40 people found the following review helpful.
Very Brief
By A Customer
We are using this book in a third-year undergraduate course in classical mechanics. I find it alright for an in-class course, but I would definetely not recommend it to anyone planning to study by him/herself. The text simply is not made for that.
Judging by what I see in other books, this text has a fairly thorough coverage.
It is written VERY short and you want to have a pen and paper ready to understand the analysis. Once you do that, it should be alright.
The problems are of the very-short-but-sometimes-algebraically-intense kind, the class record being at 52 (!) hand written pages for three problems in chapter 6. But they are possible and, aside from the algrebra, not all that difficult.

38 of 43 people found the following review helpful.
Good and short: really good on field momentum.
By pdel
I read physics books in my spare time, and what I've found are the best ones are short, good books: if they're short you stand a chance of getting through them, and then if they're good you can pick up the essentials of the subject quickly.
This book is both. If you're looking for a primary textbook, you might be looking for something different, but for a reference to the concepts it's short and sweet: eg. what are canonical transformations, why are they defined the way they are and what is their importance.
What's particularly mind-blowing is the 5 page discussion of field momentum. That's the qA term in the hamiltonian for a charge q in a magnetic field (vector potential A). This form of the hamiltonian always puzzled me: Calkin explains the meaning of the qA term beautifully. The book is worth getting for this alone.

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[L559.Ebook] Download Grid and Cluster Computing, by C.S.R. Prabhu

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Grid Computing and Cluster Computing are advanced topics and latest trends in computer science that find a place in the computer science and information technology curricula of many engineering institutes and universities today. Divided into two parts—Part I, Grid Computing and Part II, Cluster Computing—, this compact and concise text strives to make the concepts of grid computing and cluster computing comprehensible to the students through its fine presentation and accessible style. Part I of the book enables the student not only to understand the concepts involved in grid computing but also to build their own grids for specific applications.

Similarly, as today supercomputers are being built using cluster computing architectures, Part II provides an insight into the basic principles involved in cluster computing and equips the readers with the knowledge to build their own clusters in-house.

Diagrams are used to illustrate the concepts discussed and to enable the reader to actually construct a grid or a cluster himself.

The book is intended as a text for undergraduate and postgraduate students of computer science and engineering, information technology (B.Tech./M.Tech. Computer Science and Engineering/IT), and postgraduate students of computer science/information technology (M.Sc. Computer Science and M.Sc. IT). Besides, practising engineers and computer science professionals should find the text very useful.

• Sales Rank: #1792380 in eBooks
• Published on: 2008-10-30
• Released on: 2008-10-30
• Format: Kindle eBook

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Beginning CHorton, Ivor

• Published on: 2006
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• Sales Rank: #17307118 in Books
• Published on: 1600
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• Sales Rank: #14407342 in Books
• Published on: 1978
• Binding: Unknown Binding
• 284 pages

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A classic text and standard reference for a generation, this volume and its companion are the work of an expert algebraist who taught at Yale for two decades. Nathan Jacobson's books possess a conceptual and theoretical orientation, and in addition to their value as classroom texts, they serve as valuable references.
Volume I explores all of the topics typically covered in undergraduate courses, including the rudiments of set theory, group theory, rings, modules, Galois theory, polynomials, linear algebra, and associative algebra. Its comprehensive treatment extends to such rigorous topics as Lie and Jordan algebras, lattices, and Boolean algebras. Exercises appear throughout the text, along with insightful, carefully explained proofs. Volume II comprises all subjects customary to a first-year graduate course in algebra, and it revisits many topics from Volume I with greater depth and sophistication.

• Sales Rank: #327104 in Books
• Published on: 2009-06-22
• Released on: 2009-06-22
• Original language: English
• Number of items: 1
• Dimensions: 9.28" h x 1.02" w x 6.30" l, 1.63 pounds
• Binding: Paperback
• 528 pages

About the Author
One of the world's leading researchers in abstract algebra, Nathan Jacobson (1910-95) taught at several prominent universities, including the University of Chicago, Johns Hopkins, and Yale.

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91 of 93 people found the following review helpful.
This book made me an algebraist
By Richard P. Edwards
I mean it: 5 stars -- I can think of few books I'd rate as highly. But one warning: This book suits my taste for essay-like exposition, an approach diametrically opposed to the more common practice of tables of numbered theorems and symbol-only proofs. If you prefer to think of a module as a homomorphism from a ring into the ring of endomorphisms of an Abelian group, this book is the right approach; if you prefer a list of equations defining a module, then do not use this book as your primary source. Few mathematicians have a good sense of language, but the comma splices, absent articles, poor syntax, near-aphasia, and sentence-fear prevalent in many texts are absent here. If you are writing for human beings, your text need not obey Fortran syntax, as does Hungerford's. Jacobson can write. In English.
The chapter on Galois theory covers more finite Galois theory than most algebraists need to know. Jacobson's style of merging the necessary symbolism into an essay-like presentation is strongest in this long chapter, and planted concepts firmly in my mind in the same language that I would use to describe them in conversation.
But mathematics is not learned through conversation, and that is the crux of the objections to this book. I'm grateful that my undergraduate professor used this book, but I would not recommend doing so, as some good students do not read it easily. I'd use this as a secondary text, with Hungerford, Fraleigh, or Herstein as the primary source. Mathematical writing would be better if all students saw Jacobson's approach at some point in their careers, Jacobson is the best exponent of terse, clean, textbook-as-essay style. Should you dislike his approach, exposure to his style might still broaden your ideas on mathematical exposition and help you better define your own style; a reaction against his methods can sharpen your own game.
A masterful book.

57 of 60 people found the following review helpful.
the best intro to algebra for future mathematicians
By mathwonk
This book is by an expert algebraist who has rewritten his earlier introduction to algebra from the experience gained after 20 years as a Yale professor. It contains correct insightful proofs, carefully explained as clearly as possible without compromising their goal of reaching the bottom of each topic.

Other books say that one cannot square the circle with ruler and compass because it would require solving an algebraic equation with rational coefficients whose root is pi, and after all pi is a transcendental number. But Jacobson also proves that pi is a transcendental number, so as not to leave a logical gap. Naturally the burden on the student is somewhat higher than if he is merely told this fact without proof.

It is true that some other books include many more examples, and discuss them at extreme length, whereas Jacobson's book is less than 500 pages, hence cannot include as many words. But Jacobson's words are sometimes far better chosen, as he clearly understands the material at greater depth than other authors.

In his introduction to R modules, he discusses the most natural possible ring that acts on an abelian group: the ring of its endomorphisms. This is the true motivation behind the usefulness of R modules structures but is not even hinted at in most other books.

In his treatment of factorization in Noetherian domains, Jacobson carefully proves the existence of a single irredudible factor before proving existence of a complete factorization, thus avoiding perfectly a logical trap that some authors do not even notice.

In his discussion of the structure theory of finitely generated modules over a pid, he gives the concrete proof using diagonalization of matrices, that will actually be applied later to linear transformations, rather than some abstract existence proof that will be useless later, as many other authors do.

This sort of careful attention to the internal structure of the subject, and expert skill at presenting it correctly and clearly, are possible only to someone like Jacobson who is a true master of his area. I have only recently, as a mature mathematician, become aware of how wonderful his book really is for beginners who want to learn the subject correctly, from the beginning.

Some students not used to reading paragraphs, have been frustrated at his style of presentation, without realizing the superiority of his content. I can only recommend that those readers try harder to read his book, as it will repay far more than other sources.

Jacobson has made a sincere, and I think very successful effort, to write his 2 volumes on 2 different levels of sophistication, the first being back - bendingly clear and painstakingly organized as to the true logic of the subject.

After choosing a different source for my beginning graduate algebra course, I discovered the superiority of Jacobson, and wondered in amazement how such a great work could have been allowed to go out of print. After reading these reviews I understand. The readers who criticize the experts have eventually managed to veto the use of their works in classes. This makes the market share fall, and the books cease to exist. We have been obliged recently to remove Jacobson from our list of PhD references, in spite of its excellence, because it is out of print. This is a real disservice to our PhD students seeking to understand the material they will need to use.

Average students, i.e. most of us, have the right to learn a subject, but we should not have the right, and we are unwise to try, to vote the best books out of existence simply because we cannot understand them. Let us aspire to understanding the deeper treatment in Jacobson's book. Let's put our copy of Jacobson away and save it, if we cannot yet read it.

Clearly it is not the first book for everyone, but it is still perhaps the best, treatment of the material in existence to my knowledge at the upper undergraduate - graduate level, for the student who aspires to real mastery and understanding. If you want to be mathematician, you should get and read this book above others. Indeed the AMA rates both volumes of Jacobson as "essential" for every undergraduate library.

15 of 15 people found the following review helpful.
Superb book
By Remi
This book and its sequel BAII form a superb algebra resource that I use constantly. While this book is neither a reference (in the sense of Bourbaki) nor a textbook (its style is far too elegant to be classified as a textbook), it is beautifully written and one can learn a great deal by reading it. A word of warning though: this book presupposes a fair amount of mathematical maturity, so I would not recommend this book as an introduction to abstract algebra. On the other hand, it is a great complement to algebra courses and its originality and the variety of topics covered make it an invaluable resource.

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Best Practices in School Neuropsychology Guidelines for Effective Practice, Assessment, and Evidence Based Intervention by Wiley,2009, Binding: Hardcover

• Binding: Hardcover

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