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This is the first definitive treatment of an analytically complex type of electric power converter (cycloconverter) operating between ac sources and loads, where the output frequency can be independently controlled from the input frequency.

Currently, there is much interest in applying cycloconverters to the special control of ac motors and to aircraft electrical systems; however, progress has been limited by lack of good technical information. This book provides an immeasurable service in that the author's theory is sufficiently detailed to allow accurate performance evaluation, design calculations, and cost projections. Moreover, he has culled an extensive, coherent bibliography from the scattered literature in the field.

A cycloconverter of the naturally commutated type is essentially a pair of phase-controlled rectifiers connected in inverse parallel. Modulation of these converters to provide ac power at a lower frequency than the source frequency greatly complicates the analysis of their behavior. McMurray treats various effects of the modulation in theoretical detail and shows how the resulting equations can be used for accurate performance and design calculations. His analysis of the cycloconverter is based on the classical equations of a phase-controlled rectifier operating with continuous load current. The general algebraic form of the equations, which are applicable to many different circuit configurations, is retained throughout the book. It also presents in tabular and graphical form the results of numerical integration of corresponding rectifier equations, required in calculating many cycloconverter performance factors.

This is the fourth monograph in the series Modern Electrical Technology, edited by Alexander Kusko.

• Sales Rank: #7348988 in Books
• Published on: 1972-06-15
• Original language: English
• Number of items: 1
• Dimensions: 9.00" h x 1.00" w x 6.00" l,
• Binding: Hardcover
• 144 pages

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• Sales Rank: #9718230 in Books
• Published on: 2002
• Binding: Paperback

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[S523.Ebook] Download PDF Nutrition: An Applied Approach. Third Custom Edition for NUTR121 UNLVFrom Pearson

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• Sales Rank: #6312660 in Books
• Published on: 2015
• Binding: Loose Leaf

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In this updated edition of What Works When Life Doesn’t, Stuart Briscoe shares solid answers from a most unexpected place—the book of Psalms.

Popular author Stuart Briscoe understands that for many Christians the wonderful promises and benefits of Christianity do not seem to work. Happiness is elusive, doing right does not always pay, stress is not eased, and suffering continues. Far from more bedtime devotionals, the psalms speak plainly to today's postmodern uncertainty with directness and relevance. Briscoe selects twelve psalms that show how happiness, joy, and meaning are more than good feelings resulting from pleasant circumstances. Rather, these blessings result from knowing that God is in control of every situation and that he walks with us through our pain and fears. Far from delivering a head-in-the-clouds, "be more holy" sermon, this book deals head-on with the stuff of being human—failure, sin, self-doubt, unbelief, depression, and stress; showing how God's ancient wisdom can make life work in today's tough times.

• Sales Rank: #581342 in eBooks
• Published on: 2010-06-15
• Released on: 2010-06-15
• Format: Kindle eBook

About the Author
Stuart Briscoe was born in Millom, Cumbria, England, where he embarked on a career in banking and preaching at the age of seventeen. In 1970 Stuart became pastor of Elmbrook Church in Brookfield, Wisconsin. He has authored more than forty books, preached in more than one hundred countries, and is invited to minister to pastors, missionaries, and church lay-leaders on all continents. Stuart and his wife, Jill, are now ministers-at-large at Elmbrook. They have three children and thirteen grandchildren.

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This monograph is the first to develop a mathematical theory of gravitational lensing. The theory applies to any finite number of deflector planes and highlights the distinctions between single and multiple plane lensing. Introductory material in Parts I and II present historical highlights and the astrophysical aspects of the subject. Part III employs the ideas and results of singularity theory to put gravitational lensing on a rigorous mathematical foundation.

• Sales Rank: #8122211 in Books
• Published on: 2013-10-04
• Released on: 2013-10-04
• Original language: English
• Number of items: 1
• Dimensions: 10.00" h x 1.43" w x 7.01" l, 2.38 pounds
• Binding: Paperback
• 603 pages

Review

"The time is ripe for a comprehensive volume explaining gravitational lensing to mathematicians and reviewing relevant singularity theory for astrophysicists. This is such a book. [It] . . . is accessible and attractive, . . . ranging widely through the history, physics and mathematics to paint a full picture of this . . . theory. This most attractively presented book summarizes current mathematical methods in the field and sets the stage for further exciting developments . . . A collaboration between a mathematical physicist, a mathematician, and a physicist, it has something for everybody."

―Mathematical Reviews

"This is a well-developed monograph on gravitational lensing both from the observational and from the mathematical points of view. However, also independent of the present interest in gravitational lensing, this book is a good source for several types of singularity theories . . . index and bibliography are very well done."

―Zentralblatt Math

�"The rather voluminous monograph to be reviewed here covers both astrophysical and mathematicsl aspects of gravitational lensing. The scientific backgrohnd of the three authors guarantees that they are the right persons for such an enterprise.� Arlie Petters is one of very few scientists who are competent in mathematics as well as in astrophysics.� His coauthors are a pure astrophysicist and a pure matheamtician: Joachim Wambsganss is aleading expert on gravitational lensing as a tool in astrophysics and Harold Levine has made important contributions to the theory of signularities of maps in the 1960s. . . "It is not much of an exaggeration to say that large parts of this monograph can serve as a self-contained matheamtics text-book on the theory of singularites of maps and related subjects, and even a particularly well-written one.� So I would not hesitate to recommend it to pure matheamticians who will find a fine exposistion of a subject from their field, along with applicaions to astrophysics which should be very well readable for them.� I also recommend the book to pure astrophysicists, because it contains a lot of material which has a high atrophysical relevance. . .� If one compares to tbook by Petters, Leven and Wambsganss with the earlier mongraph on gravtiational lenses by Schneider, Ehlers and Falco, one finds that there is not very much overlap.� The two books rather complement each other."

---Gen. Relativ. Gravit.

From the Back Cover

This monograph, unique in the literature, is the first to develop a mathematical theory of gravitational lensing. The theory applies to any finite number of deflector planes and highlights the distinctions between single and multiple plane lensing.

Introductory material in Parts I and II present historical highlights and the astrophysical aspects of the subject. Among the lensing topics discussed are multiple quasars, giant luminous arcs, Einstein rings, the detection of dark matter and planets with lensing, time delays and the age of the universe (Hubble’s constant), microlensing of stars and quasars.

The main part of the book---Part III---employs the ideas and results of singularity theory to put gravitational lensing on a rigorous mathematical foundation and solve certain key lensing problems. Results are published here for the first time.

Mathematical topics discussed: Morse theory, Whitney singularity theory, Thom catastrophe theory, Mather stability theory, Arnold singularity theory, and the Euler characteristic via projectivized rotation numbers. These tools are applied to the study of stable lens systems, local and global geometry of caustics, caustic metamorphoses, multiple lens images, lensed image magnification, magnification cross sections, and lensing by singular and nonsingular deflectors.

Examples, illustrations, bibliography and index make this a suitable text for an undergraduate/graduate course, seminar, or independent these project on gravitational lensing. The book is also an excellent reference text for professional mathematicians, mathematical physicists, astrophysicists, and physicists.

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Singularity Theory and Gravitational Lensing by Petters
By W. Simmons
The book addresses the subject on two levels. The first part of the book is oriented toward physicists and the second half toward mathematicians. I think this is excellent.

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• Published on: 1990
• Binding: Hardcover

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• Sales Rank: #1558537 in Books
• Published on: 1996-02-23
• Original language: English
• Number of items: 1
• Binding: Paperback
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• Sales Rank: #10930066 in Books
• Published on: 2002
• Binding: Paperback

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