Physics enthusiasts, here is a free download handbook of classical physics for you! It is composed of 5 modules: Unit Systems, Vectors, Force and Motion, Application of Newton’s Laws and Energy,Work, and Power. I love Physics, you should love it too. Download link after the jump.
Module 1 - Unit Systems
This module presents the concept of unit systems for the fundamental dimensions of mass, length, and time used in physics. Additionally, derivation of units and the conversion of these units is presented.
Module 2 - Vectors
This module contains information to aid in the determination of the net effect of various forces on an object and includes graphing vectors, adding vectors, and determining component vectors of a resultant vector.
Module 3 - Force and Motion
This module presents Newton’s Laws of force and motion.
Module 4 - Application of Newton’s Laws
This module describes the effect of static and dynamic forces on objects and includes a discussion of the forces commonly encountered in a nuclear facility.
Module 5 - Energy,Work, and Power
This module defines energy, work, and power, identifies their various forms, and discusses the conservation of energy, work, and power including the measurement and calculation of each.
Download classical physics book.
9.7.08
handbook of classical physics
8.7.08
Calculus-Based Physics
This is all for all Mathematics lovers out there. Download Calculus-Based Physics e-book free online. See the download link after the jump.
TABLE OF CONTENTS
Calculus Based Physics I
1 Mathematical Prelude
2 Conservation of Mechanical Energy I: Kinetic Energy & Gravitational Potential Energy
3 Conservation of Mechanical Energy II: Springs, and, Rotational Kinetic Energy
4 Conservation of Momentum
5 Conservation of Angular Momentum
6 One-Dimensional Motion (Motion Along a Line): Definitions and Mathematics
7 One-Dimensional Motion: The Constant Acceleration Equations
8 One-Dimensional Motion: Collision Type II
9 One-Dimensional Motion Graphs
10 Constant Acceleration Problems in Two Dimensions
11 Relative Velocity
12 Gravitational Force Near the Surface of the Earth, First Brush with Newton’s 2nd Law
13 Freefall, a.k.a. Projectile Motion
14 Newton’s Laws #1: Using Free Body Diagrams
15 Newton’s Laws #2: Kinds of Forces, Creating Free Body Diagrams
16 Newton’s Laws #3: Components, Friction, Ramps, Pulleys, and Strings
17 The Universal Law of Gravitation
18 Circular Motion: Centripetal Acceleration
19 Rotational Motion Variables, Tangential Acceleration, Constant Angular Acceleration
20 Torque & Circular Motion
21 Vectors: The Cross Product & Torque
22 Center of Mass, Moment of Inertia
23 Statics
24 Work and Energy
25 Potential Energy, Conservation of Energy, Power
26 Impulse and Momentum
27 Oscillations: Introduction; Mass on a Spring
28 Oscillations: The Simple Pendulum, and, Energy in Simple Harmonic Motion
29 Waves: Characteristics, Types, Energy
30 Wave Function, Interference, Standing Waves
31 Strings and Air Columns
32 Beats and the Doppler Effect
33 Fluids: Pressure, Density, and Archimedes’ Principle
34 Pascal’s Principle, the Continuity Equation, and Bernoulli’s Principle
35 Temperature, Internal Energy, Heat, and Specific Heat Capacity
36 Heat: Phase Changes
37 The First Law of Thermodynamics
Calculus Based Physics II
1 Charge & Coulomb’s Law
2 The Electric Field: Description and Effect
3 The Electric Field Due to one or more Point Charges
4 Conductors and the Electric Field
5 Work Done by the Electric Field, and, the Electric Potential
6 The Electric Potential Due to One or More Point Charges
7 Equipotential Surfaces, Conductors, and Voltage
8 Capacitors, Dielectrics, and Energy in Capacitors
9 Electric Current, EMF, Ohm’s Law
10 Resistors in Series and Parallel; Measuring I & V
11 Resistivity, Power
12 Kirchhoff’s Rules, Terminal Voltage
13 RC Circuits
14 Capacitors in Series & Parallel
15 Magnetic Field Intro: Effects
16 Magnetic Field: More Effects
17 Magnetic Field: Causes
18 Faraday’s Law, Lenz’s Law
19 Induction, Transformers, and Generators
20 E&M Fields in Motion—Faraday’s Law and Maxwell’s Extension to Ampere’s Law
21 The Nature of Electromagnetic Waves
22 Huygens’ Principle and 2-Slit Interference
23 Single-Slit Diffraction
24 Thin Film Interference
25 Polarization
26 Geometric Optics, Reflection
27 Refraction, Dispersion, Internal Reflection
28 Thin Lenses: Ray Tracing
29 Thin Lenses: Lens Equation, Optical Power
30 The Electric Field Due to a Continuous Distribution of Charge on a Line
31 The Electric Potential due to a Continuous Charge Distribution
32 Calculating the Electric Field from the Electric Potential
33 Gauss’s Law
34 Gauss’s Law Example
35 Gauss’s Law for the Magnetic Field, and, Ampere’s Law Revisited
36 The Biot-Savart Law
37 Maxwell’s Equations
Download the ebook here [zip file].
16.6.08
Statistical Thermodynamics
Erwin Schrodinger “Statistical Thermodynamics”
Dover Publications | 1989-09-01 | ISBN: 0486661016 | 95 pages | Djvu | 7,3 Mb
Nobel Laureate’s brilliant attempt to develop a simple, unified standard method of dealing with all cases of statistical thermodynamics (classical, quantum, Bose-Einstein, Fermi-Dirac, etc.). Discussions of Nernst theorem, Planck’s oscillator, fluctuations, the n-particle problem, problem of radiation, much more.
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W. Peddie “Molecular Magnetism”
Redgrove Press | 2007-03-15 | ISBN: 1406738522 | 156 pages | Djvu | 1,9 Mb
MOLECULAR MAGNETISM BY W. PEDDIE, D. Sc., F. R. S. E. . HARRIS PROFESSOR OF PHYSICS, UNIVERSITY COLLEGE, DUNDEE UNIVERSITY OF ST. ANDREWS I believe that we have there in Webers representation the explanation of magnetism in solids. It is interesting to see all these things come out as they do. KELVIN LONDON EDWARD ARNOLD CO. 1929 All Rights Reserved TO MY WIFE iELPER AND COMRADE NOW AS EVER And this word, Yet once more, signifyeth the removing of those things that are shaken, as of things that are made, that those things which cannot be shaken may icmain. If the vision tarry, wait for it, for it will come and it will not be late. Made and Printed in Great Britain by UNW1N BROTHERS LIMITED, LONDON AND WOKING PREFACE THE foundations of every one of the great branches of Natural Philosophy have been probed beyond the merely phenomenal or molar stage of their description. They are now treated, in large part at least, in the light of molecular or even sub-atomic ideas. Upon every one of them has been cast the illumination of the two great speculative modern expansions of the older physical theory. And, in turn, it lies with them, by appeal to the decision of experiment to discriminate amongst the various forms which these speculations may assume, and to lead to the recognition of their underlying compulsions, and so to the elimination of what is arbitrary in their formulations. Equally with all the other branches, the subject of Magnetism has shared in the general advance and the attention of investigators, theoretical and practical alike, is now, and is increasingly, turned upon it. Optics and Chemjptry in particular wait upon its developments. But, whereas all the other subjects have their representa tion amongst the honours courses in Universities, and their aids to study amongst the series of textbooks, this subject has lain hitherto outside these courses, possibly for the reason that no textbook has yet appeared. Indeed, until the recent publication of Stoners work, Magnetism and Atomic Structure, in Britain, and of Le Magnetisme in France, original papers were largely the only source of information available to the student. It is not the aim of this book to occupy also the ground taken by these works. It is rather to furnish a textbook which may, on the one hand, serve as an accompaniment to a short University course of lectures on the subject and, on the other, be of use as an introduction to these more detailed treatments. A very large bibliography, given by Stoner, will be advantageous to the student who desires to proceed further. And I trust that, with whatever aid or stimulus may be found vi MOLECULAR MAGNETISM herein, some students may be induced to adopt the subject as one in which they will become original investigators. My thanks are specially due to members of my staff for much voluntary aid to Dr. Forrest for reading all the chapters in manuscript, and for frequent helpful discussions to Dr. Winifred Smith for careful proof reading and drawing of all the diagrams and to Mr. Raymond Smart, M. A., for verification of formulae. I have also to thank Mr. G. N. Hunter, B. Sc., for carrying out troublesome calculations, and plotting several curves by their aid. W. PEDDIE. July 17, 1929- CONTENTS CHAPTER I PAGE THE ELEMENTARY PHENOMENA OF MAGNETISM AND i THE MAGNETIC FIELD i. Magnetism and Electricity. 2. Electric and Magnetic Quantity. 3. The Characteristics of Electric and Magnetic Forces and Fields of Force. 4. Electric and Magnetic Induction. 5. The Electric Origin of a Magnetic Field. 6. Equivalent Magnets. 7. Equivalent Electric Circuits. 8. The Equivalent Magnetic Moment. 9. The Magnetic Potential and the Force Components. 10. Diamagnetism and Paramagnetism. n. Ferromagnetism. 12. Susceptibility Per meability. CHAPTER II THE FOUNDATION OF THE MOLECULAR THEORY OF MAGNETISM AND DIAMAGNETISM . . . . 16 13. The Non-Molecular Theory. 14. Webers Foundation of the Molecular Theory. 15…
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eBook-Supersymmetry in Quantum Mechanics
Fred Cooper, Avinash Khare, Uday Sukhatme “Supersymmetry in Quantum Mechanics”
World Scientific Publishing Company | 2002-07 | ISBN: 9810246129 | 224 pages | PDF | 7 Mb
This invaluable book provides an elementary description of supersymmetric quantum mechanics which complements the traditional coverage found in the existing quantum mechanics textbooks. It gives physicists a fresh outlook and new ways of handling quantum-mechanical problems, and also leads to improved approximation techniques for dealing with potentials of interest in all branches of physics. The algebraic approach to obtaining eigenstates is elegant and important, and all physicists should become familiar with this.
The book has been written in such a way that it can be easily appreciated by students in advanced undergraduate quantum mechanics courses. Problems have been given at the end of each chapter, along with complete solutions to all the problems. The text also includes material of interest in current research not usually discussed in traditional courses on quantum mechanics, such as the connection between exact solutions to classical soliton problems and isospectral quantum Hamiltonians, and the relation to the inverse scattering problem.
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Theoretical Physics eBook
A. S. Kompaneyets “Theoretical Physics”
Dover Publications | 2003-02-20 | ISBN: 0486495329 | 592 pages | Djvu | 22,1 Mb
Rigorous, systematic study by renowned physicist offers advanced students a thorough background in mechanics, electrodynamics, quantum mechanics, and statistical mechanics, stressing atomic, nuclear, and microscopic matters.56 figures. 1961 edition.
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eBook-Introduction to Surface and Thin Film Processes
by John A. Venables “Introduction to Surface and Thin Film Processes “
Cambridge University Press | Pages:372 | 2000-01-15 | ISBN:0521624606 | PDF | 5 Mb
Product Description:
Surface and thin film processes are crucial in understanding current and future electronic, magnetic, optical and chemical devices. This book covers the experimental and theoretical understanding of surface and thin film processes. It presents a unique description of surface processes in absorption and crystal growth, including bonding in metals and semiconductors. Venables, an international expert on the subject, covers practical experimental design, sample preparation, and analytical techniques, including detailed discussions of Auger electron spectroscopy and microscopy. Throughout, he emphasizes thermodynamic and kinetic models of structure. This volume provides extensive leads into practical and research literature, as well as links to resources on the World Wide Web. Each chapter contains problems that will help develop awareness of the subject and the methods used. An ideal graduate textbook, this book will also be useful as a sourcebook for graduate students, researchers and practitioners in physics, chemistry, materials science and engineering.
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Michio Kaku - Physics of the Impossible
Michio Kaku, “Physics of the Impossible - A Scientific Exploration into the World of Phasers, Force Fields, Teleportation, and Time Travel”
Audiobook | March 11, 2008 | ISBN: 0385520697 | 10CD rip | WMA | 120MB | 11.5 Hours
A fascinating exploration of the science of the impossible—from death rays and force fields to invisibility cloaks—revealing to what extent such technologies might be achievable decades or millennia into the future.
One hundred years ago, scientists would have said that lasers, televisions, and the atomic bomb were beyond the realm of physical possibility. In Physics of the Impossible, the renowned physicist Michio Kaku explores to what extent the technologies and devices of science fiction that are deemed equally impossible today might well become commonplace in the future.
From teleportation to telekinesis, Kaku uses the world of science fiction to explore the fundamentals—and the limits—of the laws of physics as we know them today. He ranks the impossible technologies by categories—Class I, II, and III, depending on when they might be achieved, within the next century, millennia, or perhaps never. In a compelling and thought-provoking narrative, he explains:
· How the science of optics and electromagnetism may one day enable us to bend light around an object, like a stream flowing around a boulder, making the object invisible to observers “downstream”
· How ramjet rockets, laser sails, antimatter engines, and nanorockets may one day take us to the nearby stars
· How telepathy and psychokinesis, once considered pseudoscience, may one day be possible using advances in MRI, computers, superconductivity, and nanotechnology
· Why a time machine is apparently consistent with the known laws of quantum physics, although it would take an unbelievably advanced civilization to actually build one
Kaku uses his discussion of each technology as a jumping-off point to explain the science behind it. An extraordinary scientific adventure, Physics of the Impossible takes readers on an unforgettable, mesmerizing journey into the world of science that both enlightens and entertains.
About the Author
MICHIO KAKU is the Henry Semat Professor of Theoretical Physics at the Graduate Center of the City University of New York. He is the cofounder of string field theory. He has written several books, including Parallel Worlds and Beyond Einstein, and his bestseller, Hyperspace, was voted one of the best science books of the year by the New York Times and the Washington Post. He is a frequent guest on national TV, and his nationally syndicated radio program is heard in 130 cities. He lives in New York City.
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Lectures on Quantum Mechanics eBook
Paul A. M. Dirac “Lectures on Quantum Mechanics”
Dover Publications | 2001-03-22 | ISBN: 0486417131 | 96 pages | Djvu | 1,8 Mb
Four concise, brilliant lectures on mathematical methods by the Nobel Laureate and quantum pioneer begin with an introduction to visualizing quantum theory through the use of classical mechanics. The remaining lectures build on that idea, examining the possibility of building a relativistic quantum theory on curved surfaces or flat surfaces.
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Transparent Electronics eBook
John F. Wager, Douglas A. Keszler, Rick E. Presley “Transparent Electronics”
Springer | 2007-10-11 | ISBN: 0387723412 | 212 pages | PDF | 4,6 Mb
This monograph is essentially the first roadmap for transparent electronics. It will define and assess what and where the field is, where it is going, and what needs to happen to get it there. Although the central focus of this monograph involves transparent electronics, many of the materials, devices, circuits, and process integration strategies discussed will be of great interest to researchers working in other emerging fields, including printed electronics, large-area electronics, low-cost electronics, and disposable electronics.
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Infinite Loop Spaces: Hermann Weyl Lectures, The Institute for Advanced Study
John Frank Adams “Infinite Loop Spaces: Hermann Weyl Lectures, The Institute for Advanced Study”
Princeton University Press | 1978-09-01 | ISBN: 0691082065 | 230 pages | Djvu | 2,7 Mb
Reader’s review:
Although published in 1978, this book could be used as an introduction to the theory of operads and other recent work on homotopy theory and vertex operators. Vertex operators are not discussed in this book, but the theory elucidated herein is good background material for their study.
The author does a great job in motivating the subject in chapter 1. Loop spaces are function spaces of maps from the unit interval to a space with a chosen basepoint, with the property that each map sends 0 and 1 to the base point. The mathematician Jean Pierre Serre introduced the path space in order to study loop spaces, resulting in the famous Serre fibering. The nth homotopy group of the loop space can be shown to be equivalent to the (n+1)-th homotopy group of the original space. The homology of loop spaces can be calculated for some types of spaces, such as wedges of spheres. Infinite loop spaces are essentially sequences of spaces such that the nth element of this sequence is equivalent to the loop space of the (n+1)-th element. This sequence is also known as an “Omega-spectrum” and has the infinite loop space as its zeroth term. The name “spectrum” comes from general considerations involving sequences of spaces where the nth term is equivalent to the loop space of the (n+1)-th term; equivalently, where the suspension of the nth term is equal to the (n+1)-th term. The author reviews how a generalized cohomology theory yields an Omega-spectrum, giving two examples involving Eilenberg-Maclane spaces and complex and real K-theory. One can also start with a spectrum and construct a generalized homology and cohomology theory. Spectra and cohomology theory are thus essentially equivalent.
Chapter 2 is an overview of techniques needed to construct a category of spaces with enough structure so that the infinite loop space functor yields an equivalence from the category of spectra to the category of certain spaces. An example of the latter is given by the Stasheff A-infinity space, and its now ubiquitous property of having a product which is strictly associative. This property allows one to prove that a space is equivalent to a loop space if and only if the space is a Stasheff A-infinity space and that the zeroth homotopy of the space is a group. The Stasheff A-infinity spaces are also used to motivate the construction of ‘operads’.
The next chapter the author is concerned with the concept of a space being like another one without being equivalent to it. He discusses the use of ‘localization’ in homotopy theory, an idea that is analogous to the one in algebra. The use of localization in homotopy theory is due to D. Sullivan, and involves use of the notion of a space being ‘A-local’, where A is a subring of the rationals. Remembering that a Z-module is A-local if it has the structure of an A-module, a space is A-local if its homotopy groups are A-local. Examples of the use of localization in constructing certain spaces are given. The author also discusses the use of the ‘plus construction’ that allows the alteration of fundamental groups without affecting the cohomology groups. Then after the construction of the Quillen higher algebraic K-theory groups in this regard, the author describes the relation between a topological monoid and the loop space of the classifying space of this monoid. This involves the notion of ‘group completion’, which is essentially an isomorphism between the homology of the path components of the monoid and the homology of the loop space of the classifying space of the monoid, but in the (infinite) direct limit.
Chapter 4 introduces the concept of a transfer map. A very elusive idea at first glance, the transfer map is motivated via the n-sheeted covering map of a space on another. The (singular) simplices of each then get matched up by the covering, and the transfer map between the spaces is then defined so that it is equal to the sum of the singular simplices of the covering space. It is in fact a chain map as shown by the author. The transfer maps are related to homotopy classes of the ’structure’ maps of chapter 2, and the author gives a few examples of how they are used.
Chapter 5 is a quick overview of the Adams conjecture, which is essentially an assertion that the image of KO(X) in KF(X) can be characterized explicitly. Detailed proofs are omitted but references are given for the interested reader.
In chapter 6, the author restricts his attention to the K-theory of spectra. The treatment is concerned in large degree with the question of the existence of infinite loop map between infinite loop structures, and finding such a map, checking whether it is unique. This question is answered for particular types of spectra, via the Madsen, Snaith, and Tornehave theorem. Also, the Adams-Priddy theorem is proved, showing that one can construct on a space a unique infinite loop space structure. The reader gets more examples of the use of localization, in that some spaces can become equivalent as infinite loop spaces upon localization. The origin of K-theory in this chapter comes from the replacing of spectra that are not known by ones that are (namely the ones in classical K-theory). The author shows how the Madsen-Snaith-Tornehave theorem works in the context of both complex and real (periodic) K-theory. Detailed proofs are given for all of these results.
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eBook Introduction to Quantum Mechanics
A. C. Phillips “Introduction to Quantum Mechanics”
Wiley | 2003-07-07 | ISBN: 0470853239 | 282 pages | PDF | 1,6 Mb
Introduction to Quantum Mechanics is an introduction to the power and elegance of quantum mechanics. Assuming little in the way of prior knowledge, quantum concepts are carefully and precisely presented, and explored through numerous applications and problems. Some of the more challenging aspects that are essential for a modern appreciation of the subject have been included, but are introduced and developed in the simplest way possible.
Undergraduates taking a first course on quantum mechanics will find this text an invaluable introduction to the field and help prepare them for more advanced courses.
Introduction to Quantum Mechanics:
* Starts from basics, reviewing relevant concepts of classical physics where needed.
* Motivates by considering weird behaviour of quantum particles.
* Presents mathematical arguments in their simplest form.
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eBook For Superstring Theory, Volume 2
by Michael B. Green, John H. Schwarz, Edward Witten
“Superstring Theory (Cambridge Monographs on Mathematical Physics), Volume 2″
Cambridge University Press | Pages: 608 | 1987-01-30 | ISBN: 052132999X | DJVU | 6 Mb
Product Description:
In recent years, superstring theory has emerged as a promising approach to reconciling general relativity with quantum mechanics and unifying the fundamental interactions. Problems that have seemed insuperable in previous approaches take on a totally new character in the context of superstring theory, and some of them have been overcome. Interest in the subject has greatly increased following a succession of exciting recent developments. This two-volume book attempts to meet the need for a systematic exposition of superstring theory and its applications accessible to as wide an audience as possible.
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Book for Introduction to Special Relativity
Robert Resnick “Introduction to Special Relativity”
Wiley | 1968-01-01 | ISBN: 0471717258 | 248 pages | Djvu | 2,8 Mb
Reader’s review:
I used this book as an undergrad many years ago in honors first-year physics (along with Purcell’s excellent E&M book from the Berkeley Physics Series), and have referred to it from time to time since. It’s a clear, patient, matter-of-fact introduction to the subject which takes the time to clarify many of the obscure and seemingly contradictory aspects of special relativity. It’s written about at the level of the famous Halliday and Resnick university physics books. I found the book to be very useful as an introduction. If you already know the subject, and need an advanced reference, this will be too basic, but as the title says, it’s an “Introduction”.
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Book For Superstring Theory
by Michael B. Green, John H. Schwarz, Edward Witten
“Superstring Theory (Cambridge Monographs on Mathematical Physics), Volume 1 “
Cambridge University Press | Pages: 478 | 1987-01-30 | ISBN: 0521323843 | DJVU | 5 Mb
Product Description:
In recent years, superstring theory has emerged as a promising approach to reconciling general relativity with quantum mechanics and unifying the fundamental interactions. Problems that have seemed insuperable in previous approaches take on a totally new character in the context of superstring theory, and some of them have been overcome. Interest in the subject has greatly increased following a succession of exciting recent developments. This two-volume book attempts to meet the need for a systematic exposition of superstring theory and its applications accessible to as wide an audience as possible.
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Superstring Theory, Volume 2
by Michael B. Green, John H. Schwarz, Edward Witten
“Superstring Theory (Cambridge Monographs on Mathematical Physics), Volume 2″
Cambridge University Press | Pages: 608 | 1987-01-30 | ISBN: 052132999X | DJVU | 6 Mb
Product Description:
In recent years, superstring theory has emerged as a promising approach to reconciling general relativity with quantum mechanics and unifying the fundamental interactions. Problems that have seemed insuperable in previous approaches take on a totally new character in the context of superstring theory, and some of them have been overcome. Interest in the subject has greatly increased following a succession of exciting recent developments. This two-volume book attempts to meet the need for a systematic exposition of superstring theory and its applications accessible to as wide an audience as possible.
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Special Relativity eBook
A. P. French “Special Relativity”
W. W. Norton | 1968-08-19 | ISBN: 0393097935 | 304 pages | Djvu | 3,9 Mb
Reader’s review:
This book was in good condition, and is very easy to follow. Recommended for anyone wanting to learn university level modern physics but not wanting to go cross-eyed or get lost!
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eBook-Introduction to Special Relativity
Robert Resnick “Introduction to Special Relativity”
Wiley | 1968-01-01 | ISBN: 0471717258 | 248 pages | Djvu | 2,8 Mb
Reader’s review:
I used this book as an undergrad many years ago in honors first-year physics (along with Purcell’s excellent E&M book from the Berkeley Physics Series), and have referred to it from time to time since. It’s a clear, patient, matter-of-fact introduction to the subject which takes the time to clarify many of the obscure and seemingly contradictory aspects of special relativity. It’s written about at the level of the famous Halliday and Resnick university physics books. I found the book to be very useful as an introduction. If you already know the subject, and need an advanced reference, this will be too basic, but as the title says, it’s an “Introduction”.
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Nanoparticulate Drug Delivery Systems
Nanoparticulate Drug Delivery Systems
Informa Healthcare| 2007-03-30 | ISBN: 0849390737 | 376 pages | PDF | 6,6 Mb
Since the advent of analytical techniques and capabilities to measure particle sizes in nanometer ranges, there has been tremendous interest in the use of nanoparticles for more efficient methods of drug delivery. This expertly written guide addresses the scientific methodologies, formulation, processing, applications, recent trends, and emerging technologies in the research of nanoparticulate drug delivery systems (NPDDS). It extensively covers applications of NPDDS, including lipid nanoparticles for dermal applications, nanocarriers for the treatment of restenosis, ocular, central nervous system, and gastrointestinal applications, and use as an adjuvant for vaccine development.
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An Introduction to Nuclear Physics
An Introduction to Nuclear Physics
288 pages | Cambridge University Press; 2 edition | March 5, 2001 | 0521651492 | 15 Mb
This introduction to nuclear physics provides an excellent basis for a core undergraduate course in this area. The authors show how simple models can provide an understanding of the properties of nuclei, both in their ground and excited states, and of the nature of nuclear reactions. They include chapters on nuclear fission, its application in nuclear power reactors, the role of nuclear physics in energy production and nucleosynthesis in stars. This new edition contains several additional topics: muon-catalyzed fusion, the nuclear and neutrino physics of supernovae, neutrino mass and neutrino oscillations, and the biological effects of radiation. A knowledge of basic quantum mechanics and special relativity is assumed. Each chapter ends with a set of problems accompanied by outline solutions.
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