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The Feynman Lectures On Physics: Commemorative Issue, Three Volume Set. Feynman's Effective Classroom Style Remains Intact In These Volumes, A Valuable Work By A Remarkable Educator. The Volumes Are An Edited Version Of Richard Feynman's Lectures, Taped And Transcribed Specifically For The Books. The Three Volume Commemorative Issue Is Either Available Hardbound And Packaged In A Specially Designed Slipcase, Or In A Paperbound Edition. This Three Volume Work Was Originally Designed For A Two-year Introductory Physics Course Given At The California Institute Of Technology — A Course Designed To Take Advantage Of Readers' Increasing Mathematical Prowess And To Provide A More Comprehensive View Of Modern-day Physics. It Is A Rigorous Undertaking That Resulted In A Classic Reference Work For Anyone Interested In Physics. booknews the 25th Anniversary Of This Classic. Volume I Discusses Mechanics, Radiation, And Heat; Volume Ii Deals With Electricity And Magnetism; And Volume Iii Provides An Introduction To Quantum Mechanics. Annotation C. Book News, Inc., Portland, Or (booknews.com) Foreword......Page 1 01 Atoms in Motion......Page 6 02 Basic Physics......Page 19 03 The Relation of Physics to Other Sciences......Page 30 04 Conservation of Energy......Page 40 05 Time and Distance......Page 48 06 Probability......Page 58 07 The Theory of Gravitation......Page 69 08 Motion......Page 80 09 Newton's Laws of Dynamics......Page 90 10 Conservation of Mementum......Page 99 11 Vectors......Page 108 12 Characteristics of Force......Page 118 13 Work and Potential Energy (A)......Page 130 14 Work and Potential Energy (conclusion)......Page 139 15 The Special Theory of Relativity......Page 148 16 Relativistic Energy and Momentum......Page 160 17 Space-Time......Page 170 18 Rotation in Two Dimensions......Page 178 19 Center of Mass; Moment of Inertia......Page 186 20 Rotation in space......Page 195 21 The Harmonic Oscillator......Page 203 22 Algebra......Page 208 23 Resonance......Page 219 24 Transients......Page 228 25 Linear Systems and Review......Page 234 26 Optics: The Principle of Least Time......Page 243 27 Geometrical Optics......Page 251 28 Electromagnetic Radiation......Page 259 29 Interference......Page 265 30 Diffraction......Page 272 31 The Origin of the Refractive Index......Page 284 32 Radiation Damping. Light Scattering......Page 295 33 Polarization......Page 304 34 Relativistic Effects in Radiation......Page 314 35 Color Vision......Page 325 36 Mechanism of Seeing......Page 335 37 Quantum Behavior......Page 347 38 The Relation of Wave and Particle Viewpoints......Page 359 39 The Kinetic Theory of Gases......Page 369 40 The Principles of Statistical Mechanics......Page 381 41 The Brownian Movement......Page 391 42 Applications of Kinetic Theory......Page 401 43 Diffusion......Page 411 44 The Laws of Thermodynamics......Page 421 45 Illustrations of Thermodynamics......Page 434 46 Ratchet and Pawl......Page 442 47 Sound. the wave equation......Page 452 48 Beats......Page 460 49 Modes......Page 471 50 Harmonics......Page 479 51 Waves......Page 489 52 Symmetry in Physical Laws......Page 499 53 Index......Page 511 Feynman Lectures on Physics Volume 2......Page 514 Contents......Page 521 01 Electromagnetism......Page 525 02 Differential Calcululs of Vector Fields......Page 536 03 Vector Integral Calculus......Page 549 04 Electrostatics......Page 561 05 Application of Gauss' Law......Page 573 06 The Electric Field in Various Circumstances......Page 582 07 The Electric Field in Various Circumstances (continued)......Page 596 08 Electrostatic Energy......Page 607 09 Electricity in the Atmosphere......Page 619 10 Dielectrics......Page 630 11 Inside Dielectrics......Page 639 12 Electrostatic Analogs......Page 650 13 Magnetostatics......Page 663 14 The Magnetic Field in Various Situations......Page 675 15 The Vector Potential......Page 685 16 Induced Currents......Page 701 17 The Laws of Induction......Page 711 18 The Maxwell Equations......Page 726 19 The Principle of Least Action......Page 737 20 Solutions of Maxwell's Equations in Free Space......Page 751 21 Solution's of Maxwell's Equations with Currents and Charges......Page 766 22 AC Circuits......Page 779 23 Cavity Resonators......Page 797 24 Waveguides......Page 808 25 Electrodynamics in Relativistic Notation......Page 820 26 Lorentz Transformations of the Fields......Page 831 27 Field Energy and Field Momentum......Page 844 28 Electromagnetic Mass......Page 855 29 The Motion of Charges in Electric and Magnetic Fields......Page 869 30 The Internal Geometry of Crystals......Page 877 31 Tensors......Page 903 32 Refractive Index of Dense Materials......Page 917 33 Reflection from Surfaces......Page 930 34 The Magnetism of Matter......Page 943 35 Paramagnetism and Magnetic Resonance......Page 955 36 Ferromagnetism......Page 967 37 Magnetic Materials......Page 982 38 Elasticity......Page 995 39 Elastic Materials......Page 1007 40 The Flow of Dry Water......Page 1020 41 The Flow of Wet Water......Page 1032 42 Index......Page 1044 Feynman's Preface......Page 1050 Contents......Page 1053 01 Quantum Behavior......Page 1055 02 The Relation of Wave and Particle Viewpoint......Page 1066 03 Probability Amplitudes......Page 1074 04 Identical Particles......Page 1087 05 Spin One......Page 1102 06 Spin One-Half......Page 1119 07 The Dependence of Amplitude on Time......Page 1133 08 The Hamiltonian Matrix......Page 1146 09 The Ammonia Maser......Page 1160 10 Other Two-State Systems......Page 1175 11 More Two-State Systems......Page 1192 12 The Hyperfine Splitting in Hydrogen......Page 1216 13 Propagation in a Crystal Lattice......Page 1232 14 Semiconductors......Page 1245 15 The Independent Particle Approximation......Page 1257 16 The Dependence of Amplitudes on Position......Page 1270 17 Symmetry and Conservation Laws......Page 1286 18 Angular Momentum......Page 1302 19 The Hydrogen Atom and The Periodic Table......Page 1323 20 Operators......Page 1341 21 The Schrödinger Equation in a Classical Context......Page 1358 Epilogue......Page 1376 T[hese] books [are] based upon a course of lectures in introductory physics given by Prof. R.P. Feynman at the California Institute of Technology during the academic year 1961-1962; it covers the first year of the two year introductory course taken by all Caltech freshmen and sophormores, and was followed in 1962-63 by a similar series covering the second year