Using an analysis of learning by a case study comparison of two undergraduate courses at a United States University, Nespor examines the way in which education and power merge in physics and management. Through this study of politics and practices of knowledge, he explains how students, once accepted on these courses, are facilitated on a path to power; physics and management being core disciplines in modern society. Taking strands from constructivist psychology, post-modern geography, actor-network theory and feminist sociology, this book develops a theoretical language for analysing the production and use of knowledge. He puts forward the idea that learning, usually viewed as a process of individual minds and groups in face-to-face interaction, is actually a process of activities organised across space and time and how organisations of space and time are produced in social practice.; Within this context educational courses are viewed as networks of a larger whole, and individual courses are points in the network which link a wider relationship by way of texts, tasks and social practices intersecting with them. The book shows how students enrolled on such courses automatically become part of a network of power and knowledge.

This is the second of three volumes which together contain the complete range of Lord Rutherford's scientific papers, incorporating in addition addresses, general lectures, letters to editors, accounts of his scientific work and personal recollections by friends and colleagues. Volume two, first published in 1963, includes the papers published by Rutherford when professor of Physics at Manchester, 1907 to 1919. While the work of his laboratory ranged over the whole field of radioactivity, he himself devoted much effort to questions concerning the nature and properties of the particle. Consideration of the scattering of particles led him to the second of his outstanding achievements, the conception of the nuclear structure of the atom, which opened up a new era in Physics. In each volume can be found photographs of Rutherford and his collaborators, multiple graphs, tables, diagrams and charts, and also pictures of the original apparatus which is of historic interest.

This is the third of three volumes which together contain the complete range of Lord Rutherford's scientific papers, incorporating in addition addresses, general lectures, letters to editors, accounts of his scientific work and personal recollections by friends and colleagues. The final volume, first published in 1965, covers his period as Cavendish Professor from 1919 to 1937. Following on the immense fertility of his years in Manchester - only overshadowed towards the end by the war - we now turn to his last years as a world figure at the Cavendish Laboratory, where he continued his work on the properties of the particle and the nature of the atom. In each volume can be found photographs of Rutherford and his collaborators, multiple graphs, tables, diagrams and charts, and also pictures of the original apparatus which is of historic interest.

Mathematics is the only science with a methodology based upon deductive logic, whereas physics is a quantitative science based upon experiment and observation in which trial and error are inherent. Physics uses the most relevant mathematics, for example using group theory to explain the theoretical basis for the crystalline structure of solids, an illustration of how, time and time again, a mathematical theorem perhaps developed by a Greek philosopher is relevant to today's newly developed physics proof. On the Shoulders of Giants investigates the relationship between the disciplines of physics and mathematics and shows how many of the most significant advances of 20th-century physics rely on mathematics developed, sometimes much earlier, with no particular physics application in mind. Quoting from mathematicians such as Poincare and Euclid and physicists such as Newton and Feynman, the links between the two disciplines are explored in the author's entertaining style, providing a fascinating account of the twists and turns in scientific progress through the ages. Challenging, stimulating, and questioning, the book explains how the uncanny ability of formal and abstract mathematics can interpret the properties of the physical world. Using a wide ranging set of examples, it illustrates the manner in which mathematics has been applied to physics and even points to directions for future research. The book discusses how to fill space without leaving gaps; Euclidean geometry, its limitations, and the bending of space; the laws of musical harmony, sound vibrations, and the confinement of electrons in solids; how to tile a floor efficiently; Newton's Laws of Motion, chaos, and the weather; group theory and garlic; the laws of chance; route-planning in Konigsberg with Euler; the rules that turn bath bubbles into suds; the shape of soot; and the Schroedinger equation and why a pendulum can never stop. Requiring some prior knowledge of physics and mathematics, this well-illustrated book will be of interest to all readers with an interest in physics and mathematics, in learning more about the role of mathematics as the formal language of physics, and in how physics and mathematics have influenced scientific research.

Eric Rogers was a great physics educator, with a worldwide reputation for the passion, profundity and quirkiness of his thinking. This book honours his memory by collecting together writings about science education which have lasting relevance, on subjects about which Eric Rogers cared deeply, by an international group of distinguished authors who each have something to say of wide and general interest. Part I contains substantial essays that deal with issues of current and lasting concern in science education. They are all matters which Eric Rogers had close to his heart and to which he made important contributions. Part II gives examples of Eric Rogers' influence on physics education in his own words and through examples given by others. It begins with his well known Oersted Medal address, in facsimile, containing one of the most powerful statements of his thinking on tests and examinations. His address to the ICPE Conference in Edinburgh in 1975 provides a further eloquent sample of his authentic voice. Part III contains personal accounts of the man, plain spoken as he would have wished and expected. Finally Eric Rogers, as he always did in life, gets the last word: the editors have chosen The Demon Theory of Friction as an example of his ability to combine wicked wit with the making of a serious point. Eric Rogers' own voice speaks throughout the book. The various contributions are introduced with short quotations from his writings. They are certainly powerfully evocative for those who knew him, and will convey better than any part of the book the essential nature of the man to those who did not.

The use of computer algebra systems in science and engineering has grown rapidly as more people realize their potential to solve tedious and extensive mathematical problems. REDUCE for Physicists provides a comprehensive introduction to one of the most widely available and simple to use computer algebra systems, focusing primarily on the needs of physicists. As a means of performing symbolic computation, REDUCE reduces tedious manual algebraic calculations and the dangers of casual errors. Each chapter introduces some aspects of REDUCE and illustrates them with applications from various branches of physics including mechanics, dynamics, dimensional analysis, quantum mechanics, and plasma physics. Emphasizing hands-on work with REDUCE to tackle real physical problems, the book includes exercises to test understanding throughout. Students and researchers in the physical sciences and engineering using REDUCE for the first time will find this book an invaluable aid to learning.

Features Written in an accessible style for non-experts yet extensive enough for experts Serves as a comprehensive and accessible introduction to the theory of graph polynomials for researchers in mathematics, physics, and computer science Provides an extensive reference volume for the evaluations, theorems, and properties of the Tutte polynomial and related graph, matroid, and knot invariants Offers broad coverage, touching on the wide range of applications of the Tutte polynomial and its various specializations

The arrow of time refers to the curious asymmetry that distinguishes the future from the past. Reversing the Arrow of Time argues that there is an intimate link between the symmetries of 'time itself' and time reversal symmetry in physical theories, which has wide-ranging implications for both physics and its philosophy. This link helps to clarify how we can learn about the symmetries of our world; how to understand the relationship between symmetries and what is real, and how to overcome pervasive illusions about the direction of time. Roberts explains the significance of time reversal in a way that intertwines physics and philosophy, to establish what the arrow of time means and how we can come to know it. This book is both mathematically and philosophically rigorous yet remains accessible to advanced undergraduates in physics and philosophy of physics. This title is also available as Open Access on Cambridge Core.

This Research Note presents several contributions and mathematical studies in fluid mechanics, namely in non-Newtonian and viscoelastic fluids and on the Navier-Stokes equations in unbounded domains. It includes review of the mathematical analysis of incompressible and compressible flows and results in magnetohydrodynamic and electrohydrodynamic stability and thermoconvective flow of Boussinesq-Stefan type. These studies, along with brief communications on a variety of related topics comprise the proceedings of a summer course held in Lisbon, Portugal in 1991. Together they provide a set of comprehensive survey and advanced introduction to problems in fluid mechanics and partial differential equations.

Originally published in 1930, Sir Oliver Lodge proposes a connection between physics and philosophy, or as he describes it, a key to unlock the intricate connection between mind and matter. A response to early twentieth century mathematically-led philosophy, Lodge looks at physics from a physical direction rather than from a theoretical model. This title will be of interest to students of philosophy as well physics.

A monograph examining recent progress in the field of inhomogeneous fluids, focusing on the theoretical - as well as experimental - techniques used. It presents the comprehensive theory of first-order phase transitions, including melting, and contains numerous figures, tables and display equations.;The contributors treat such subjects as: exact sum rules for inhomogenous fluids, explaining density functional and integral equation methods; exact solutions for two-dimensional homogeneous and inhomogeneous plasmas; current advances in the theory of interfacial electrochemistry; wetting experiments and the theory of wetting; freezing, with an emphasis on quantum systems and homogeneous nucleation in liquid-vapour and solid-liquid transitions; self-organizing liquids as well as kinetic phenomena in inhomogeneous fluids, using a modified Enskog theory.;Featuring over 1000 bibliographic citations, this volume is aimed at physical, surface, colloid and surfactant chemists; also physicists, electrochemists and graduate-level students in these disciplines.

The second edition of this book has a new title that more accurately reflects the table of contents. Over the past few years, many new results have been proven in the field of partial differential equations. This edition takes those new results into account, in particular the study of nonautonomous operators with unbounded coefficients, which has received great attention. Additionally, this edition is the first to use a unified approach to contain the new results in a singular place.

In vivo magnetic resonance imaging (MRI) has evolved into a versatile and critical, if not 'gold standard', imaging tool with applications ranging from the physical sciences to the clinical '-ology'. In addition, there is a vast amount of accumulated but unpublished inside knowledge on what is needed to perform a safe, in vivo MRI. The goal of this comprehensive text, written by an outstanding group of world experts, is to present information about the effect of the MRI environment on the human body, and tools and methods to quantify such effects. By presenting such information all in one place, the expectation is that this book will help everyone interested in the Safety and Biological Effects in MRI find relevant information relatively quickly and know where we stand as a community. The information is expected to improve patient safety in the MR scanners of today, and facilitate developing faster, more powerful, yet safer MR scanners of tomorrow. This book is arranged in three sections. The first, named 'Static and Gradient Fields' (Chapters 1-9), presents the effects of static magnetic field and the gradients of magnetic field, in time and space, on the human body. The second section, named 'Radiofrequency Fields' (Chapters 10-30), presents ways to quantify radiofrequency (RF) field induced heating in patients undergoing MRI. The effect of the three fields of MRI environment (i.e. Static Magnetic Field, Time-varying Gradient Magnetic Field, and RF Field) on medical devices, that may be carried into the environment with patients, is also included. Finally, the third section, named 'Engineering' (chapters 31-35), presents the basic background engineering information regarding the equipment (i.e. superconducting magnets, gradient coils, and RF coils) that produce the Static Magnetic Field, Time-varying Gradient Magnetic Field, and RF Field. The book is intended for undergraduate and post-graduate students, engineers, physicists, biologists, clinicians, MR technologists, other healthcare professionals, and everyone else who might be interested in looking into the role of MRI environment on patient safety, as well as those just wishing to update their knowledge of the state of MRI safety. Those, who are learning about MRI or training in magnetic resonance in medicine, will find the book a useful compendium of the current state of the art of the field.

POWER GRID RESILIENCE AGAINST NATURAL DISASTERS How to protect our power grids in the face of extreme weather events The field of structural and operational resilience of power systems, particularly against natural disasters, is of obvious importance in light of climate change and the accompanying increase in hurricanes, wildfires, tornados, frigid temperatures, and more. Addressing these vulnerabilities in service is a matter of increasing diligence for the electric power industry, and as such, targeted studies and advanced technologies are being developed to help address these issues generally--whether they be from the threat of cyber-attacks or of natural disasters. Power Grid Resilience against Natural Disasters provides, for the first time, a comprehensive and systematic introduction to resilience-enhancing planning and operation strategies of power grids against extreme events. It addresses, in detail, the three necessary steps to ensure power grid success: the preparedness prior to natural disasters, the response as natural disasters unfold, and the recovery after the event. Crucially, the authors put forward state-of-the-art methods towards improving today's practices in managing these three arenas. Power Grid Resilience against Natural Disasters readers will also find: Data, tables, and illustrations to supplement and clarify the points put forward in each chapter Case studies on realistic power systems and industry standards and practices related to the topics covered Potential to be a supplementary text in advanced level power engineering courses Power Grid Resilience against Natural Disasters will be of interest to specialists and engineers, as well as planners and operators from industry. It can also be a useful resource for senior undergraduate students, postgraduate students, researchers, and research libraries. More, it will appeal to all readers with a strong background in power system analysis, operation and control, optimization methods, the Markov decision process, and probability and statistics.

Science affects us all-in the words of Albert Einstein, "The whole of science is nothing more than a refinement of everyday thinking." It is therefore fascinating to discover the thoughts of scientists, philosophers, humanists, poets, theologians, politicians, and other miscellaneous mortals on this most important of subjects.
A Dictionary of Scientific Quotations is a personal selection of scientific quotations by Professor Alan L Mackay that includes graffiti, lines of song, proverbs, and poetry. Whether you believe that "All problems are finally scientific problems" (George Bernard Shaw) or that "Imagination is more important than knowledge" (Einstein), it is without doubt that "It is a good thing for an uneducated man to read books of quotations" (Churchill). You will be charmed and delighted by this collection and remember, "'Why, '" said the Dodo, "'the best way to explain it is to do it'" (Alice in Wonderland, Lewis Carroll).

Roger Penrose, one of the most accomplished scientists of our time, presents the only comprehensive and comprehensible account of the physics of the universe. From the very first attempts by the Greeks to grapple with the complexities of our known world to the latest application of infinity in physics, "The Road to Reality" carefully explores the movement of the smallest atomic particles and reaches into the vastness of intergalactic space. Here, Penrose examines the mathematical foundations of the physical universe, exposing the underlying beauty of physics and giving us one the most important works in modern science writing.

We have seen remarkable progress in our detailed understanding of the physical world, from the smallest constituents of atoms to the remotest distances seen by telescopes. However, we have yet to explore the phenomenon of consciousness. Can physical things be conscious or is consciousness something else, forever outside the range of physics? And how does consciousness interact with physical things?
A lively account of quantum theory and its puzzles, Conscious Mind in the Physical World examines two developments in particular that have altered the context of discussions about consciousness. One is computer technology, which allows us to make machines that can calculate at speeds far greater than the human brain, while the other is the study of the microscopic world. The book explores philosophical issues such as idealism and free will and speculates on the relationship of consciousness to quantum mechanics. This resource will stimulate physicists with an interest in philosophy, philosophers interested in physics, and anyone fascinated about the waking state of the mind.

Journeys to the Ends of the Universe presents a tour through the universe from the big bang onward. The book explores the limits of knowledge where scientific fact overtakes and merges with the wilder speculations of science fiction. The beginnings of galaxies, stars, planets, and even life itself are related back to the raveled turmoil of the first few seconds and years of life in the cosmos. The journey continues past the ultimate fate of the solar system to probe the nature of supernovae. The future of galaxies, clusters of galaxies, super-clusters of clusters of galaxies, and so on leads toward the finale, where the author provides some bizarre musings of physicists and astronomers, suggesting possible destinies for the universe stretching its present age billions of times into the future.

In Science in Action, John Lenihan shares his irrepressible enthusiasm for science. With characteristic wit and humor, he explains how science affects our daily lives in diverse areas such as medicine, poetry, politics, the environment, and the paranormal-cheerfully debunking some popular pseudo-scientific myths along the way.
John Fleming's delightful cartoons add wry comment to the text, making this a book enjoyable to read time and again.

The theory of algebras, rings, and modules is one of the fundamental domains of modern mathematics. General algebra, more specifically non-commutative algebra, is poised for major advances in the twenty-first century (together with and in interaction with combinatorics), just as topology, analysis, and probability experienced in the twentieth century. This volume is a continuation and an in-depth study, stressing the non-commutative nature of the first two volumes of Algebras, Rings and Modules by M. Hazewinkel, N. Gubareni, and V. V. Kirichenko. It is largely independent of the other volumes. The relevant constructions and results from earlier volumes have been presented in this volume.

This volume introduces a summary of all the techniques used to estimate pH reliably. Emphasis is placed on the techniques that provide the most reliable and detailed data. The role of cell pH is explained with special emphasis on enzymology and membrane transport and bioenergetics. This book was written especially for molecular biologists, biochemists and biophysicists.

Reconciliation of Geometry and Perception in Radiation Physics approaches the topic of projective geometry as it applies to radiation physics and attempts to negate its negative reputation. With an original outlook and transversal approach, the book emphasizes common geometric properties and their potential transposition between domains. After defining both radiation and geometric properties, authors Benoit and Pierre Beckers explain the necessity of reconciling geometry and perception in fields like architectural and urban physics, which are notable for the regularity of their forms and the complexity of their interactions.

This absorbing intellectual history vividly recreates the unique social, political, and philosophical milieu in which the extraordinary promise of Einstein and scientific contemporaries took root and flourished into greatness. Feuer shows us that no scientific breakthrough really happens by chance; it takes a certain intellectual climate, a decisive tension within the very fabric of society, to spur one man's potential genius into world-shaking achievement. Feuer portrays such men of high imaginative powers as Einstein, Bohr, Heisenberg, de Broglie, influenced by and influencing the social worlds in which they lived.

Nature provides many examples of physical systems that are described by deterministic equations of motion, but that nevertheless exhibit nonpredictable behavior. The detailed description of turbulent motions remains perhaps the outstanding unsolved problem of classical physics. In recent years, however, a new theory has been formulated that succeeds in making quantitative predictions describing certain transitions to turbulence. Its significance lies in its possible application to large classes (often very dissimilar) of nonlinear systems.
Since the publication of Universality in Chaos in 1984, progress has continued to be made in our understanding of nonlinear dynamical systems and chaos. This second edition extends the collection of articles to cover recent developments in the field, including the use of statistical mechanics techniques in the study of strange sets arising in dynamics. It concentrates on the universal aspects of chaotic motions, the qualitative and quantitative predictions that apply to large classes of physical systems. Much like the previous edition, this book will be an indispensable reference for researchers and graduate students interested in chaotic dynamics in the physical, biological, and mathematical sciences as well as engineering.

Der Tipler bietet die gesamte Physik, wie sie in den ersten Semestern im Rahmen eines Bachelorstudiums in den Natur- und Ingenieurwissenschaften gelehrt wird. Die ausführlichen und leicht nachvollziehbaren Erklärungen sowie zahlreiche Rechenbeispiele, Tipps und Methoden machen dieses Buch zu einem beliebten Begleiter im Studium. Weitere Aufgabenstellungen zur Übung am Ende jedes Kapitels in verschiedensten Schwierigkeitsgraden sowie ein Crashkurs zum Nachschlagen der benötigten mathematischen Grundlagen helfen beim Ver- und Bestehen von Vorlesungen, Übungen und Klausuren.   In der neuen Auflage werden Übungsbeispiele mit einer schrittweisen, anwendungsbezogenen Einführung in das Programm MATLAB® angeboten, welches in vielen natur- und ingenieurwissenschaftlichen Fächern als Werkzeug verwendet wird. Der Tipler ist insbesondere auch für diejenigen Leserinnen und Leser geeignet, die in der Schule Physik nur als Grundkurs hatten oder sogar so früh wie möglich abgewählt haben – und nun rasch Grundlagen und physikalische Zusammenhänge aufholen müssen. Ob Physik im Haupt- oder Nebenfach - der Tipler bietet Ihnen alles in einem Buch: verständliche, nachvollziehbare Darstellung des physikalischen Inhalts über 480 Schritt-für-Schritt gerechnete Beispiel- und Übungsaufgaben nützliche Tipps und Tricks um typische Fehler zu vermeiden Zusammenfassungen mit den wichtigsten Gesetzen und Formeln anschauliche und übersichtliche Grafiken durchgehend farbiges und farbkodiertes Layout         Kurzbeiträge von Forschern, die aktuelle Themen im Kontext illustrieren. Der Inhalt Mechanik - Schwingungen und Welle - Thermodynamik - Elektrizität und Magnetismus - Optik - Relativitätstheorie - Quantenmechanik - Atom- und Molekülphysik - Festkörperphysik - Kern- und Teilchenphysik