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SPIRES-BOOKS: FIND KEYWORD MAXWELL EQUATIONS *END*INIT* use /tmp/qspiwww.webspi1/19607.34 QRY 131.225.70.96 . find keyword maxwell equations ( in books using www
 Call number: 9783662483688:ONLINE Show nearby items on shelf Title: Solved Problems in Electromagnetics Author(s): Félix Salazar Bloise Date: 2017 Size: 1 online resource (XVIII, 806 p. 580 illus., 138 illus. in color p.) Contents: A mathematical introduction -- Static electric field in vacuum -- Static electric field in dielectrics -- Electric current -- Magnetostatics -- Static magnetic field in presence of matter -- Methods for solving electrostatic and magnetostatic problems -- Electromagnetic induction -- Energy of the electromagnetic field -- Maxwell equations -- Motion of charged particles in electromagnetic fields -- Electromagnetic waves -- Reflection and refraction -- Wave propagation in anisotropic media ISBN: 9783662483688 Series: eBooks Series: Springer eBooks Series: Springer 2017 package Keywords: Physics , Electronics , Microelectronics , Physics , Classical Electrodynamics , Electronics and Microelectronics, Instrumentation , Mathematical Methods in Physics Availability: Click here to see Library holdings or inquire at Circ Desk (x3401) Click to reserve this book Be sure to include your ID please. More info: Amazon.com More info: Barnes and Noble Full Text: Click here Location: ONLINE

 Call number: 9783319496825:ONLINE Show nearby items on shelf Title: Theory of Gravitational Interactions Author(s): Maurizio Gasperini Date: 2017 Edition: 2nd ed. 2017 Size: 1 online resource (XVII, 373 p. 14 illus p.) Contents: Elementary Notions of Relativistic Field Theory -- Towards a Relativistic Theory of Gravity -- Tensor Calculus in a Riemann Manifold -- Maxwell Equations and Riemann Geometry -- Test Bodies and Signals in a Riemann Space–Time -- Geodesic Deviation and Curvature Tensor -- The Einstein Equations for the Gravitational Field -- The Weak-Field Approximation -- Gravitational Waves -- The Schwarzschild Solution -- The Kasner Solution -- Vierbeins and Lorentz Connection -- The Dirac Equation in a Gravitational Field -- Supersymmetry and Supergravity -- Appendix A The Language of Differential Forms -- Appendix B Higher-Dimensional Gravity -- References -- Index ISBN: 9783319496825 Series: eBooks Series: Springer eBooks Series: Springer 2017 package Keywords: Physics , Mathematical physics , Quantum field theory , String theory , Gravitation , Cosmology , Physics , Classical and Quantum Gravitation, Relativity Theory , Quantum Field Theories, String Theory , Cosmology , Mathematical Physics Availability: Click here to see Library holdings or inquire at Circ Desk (x3401) Click to reserve this book Be sure to include your ID please. More info: Amazon.com More info: Barnes and Noble Full Text: Click here Location: ONLINE

 Call number: 1848213557:ONLINE Show nearby items on shelf Title: Electromagnetism: Maxwell Equations, Wave Propagation and Emission Author(s): Becherrawy Date: 2012 Publisher: Wiley-ISTE Size: 1 online resource (561 p.) ISBN: 9781848213555 Series: eBooks Series: Wiley Online Library Series: Wiley 2016 package purchase Keywords: Electrical & Electronics Engineering Availability: Click here to see Library holdings or inquire at Circ Desk (x3401) Click to reserve this book Be sure to include your ID please. More info: Amazon.com More info: Barnes and Noble Full Text: Click here Location: ONLINE

 Call number: SPRINGER-2002-9781461200611:ONLINE Show nearby items on shelf Title: Kinetic Theory and Fluid Dynamics Author(s): Yoshio Sone Date: 2002 Size: 1 online resource (353 p.) Note: 10.1007/978-1-4612-0061-1 Contents: 1 Introduction -- 2 Boltzmann Equation -- 2.1 Velocity distribution function and macroscopic variables -- 2.2 Boltzmann equation -- 2.3 Conservation equations -- 2.4 Maxwell distribution (Equilibrium distribution) -- 2.5 Mean free path -- 2.6 Boundary condition -- 2.7 H theorem -- 2.8 Model equation -- 2.9 Nondimensional expressions I -- 2.10 Nondimensional expressions II -- 2.11 Linearized Boltzmann equation -- 2.12 Boltzmann equation in the cylindrical and spherical coordinate systems -- 3 Linear Theory — Small Reynolds Numbers -- 3.1 Problem -- 3.2 Grad—Hilbert solution and fluid-dynamic-type equations -- 3.3 Stress tensor and heat-flow vector of the Grad—Hilbert solution -- 3.4 Analysis of the Knudsen layer -- 3.5 Slip condition and Knudsen-layer correction -- 3.6 Determination of macroscopic variables -- 3.7 Discontinuity of the velocity distribution function and S layer. -- 3.8 Force and mass and energy transfers on a closed body -- 3.9 Viscosity and thermal conductivity -- 3.10 Summary of the asymptotic theory -- 3.11 Applications -- 4 Weakly Nonlinear Theory — Finite Reynolds Numbers -- 4.1 Problem -- 4.2 S solution -- 4.3 Fluid-dynamic-type equations -- 4.4 Knudsen-layer analysis -- 4.5 Slip condition and Knudsen layer -- 4.6 Determination of macroscopic variables -- 4.7 Rarefaction effect -- 4.8 Force and mass and energy transfers on a closed body -- 4.9 Summary of the asymptotic theory and a comment on a time-dependent problem -- 4.10 Applications -- 5 Nonlinear Theory I — Finite Temperature Variations and Ghost Effect -- 5.1 Problem -- 5.2 SB solution -- 5.3 Fluid-dynamic-type equations -- 5.4 Knudsen layer and slip condition -- 5.5 Determination of macroscopic variables -- 5.6 Ghost effect: Incompleteness of the system of the classical gas dynamics -- 5.7 Half-space problem of evaporation and condensation -- 6 Nonlinear Theory II - Flow with a Finite Mach Number around a Simple Boundary -- 6.1 Problem -- 6.2 Hilbert solution -- 6.3 Viscous boundary-layer solution -- 6.4 Knudsen-layer solution and slip condition -- 6.5 Connection of Hilbert and viscous boundary-layer solutions. -- 6.6 Recipe for construction of solution -- 6.7 Discussions -- 7 Nonlinear Theory III — Finite Speed of Evaporation and Condensation -- 7.1 Problem -- 7.2 Hilbert solution -- 7.3 Knudsen layer -- 7.4 Half-space problem of evaporation and condensation -- 7.5 System of equations and boundary conditions in the continuum limit -- 7.6 Generalized kinetic boundary condition -- 7.7 Boundary-condition functions $$h_1 \left( {M_n } \right),h_2 \left( {M_n } \right),F_s \left( {M_n ,\overline M _t ,{T \mathord{\left/ {\vphantom {T {T_w }}} \right. \kern-\nulldelimiterspace} {T_w }}} \right)$$ and $$F_b \left( {M_n ,\overline M _t ,{T \mathord{\left/ {\vphantom {T {T_w }}} \right. \kern-\nulldelimiterspace} {T_w }}} \right)$$ -- 7.8 Applications -- 8 Bifurcation of Cylindrical Couette Flow with Evaporation -- 8.1 Problem -- 8.2 Solution type I -- 8.3 Solution type II -- 8.4 Bifurcation diagram and transition solution -- 8.5 Discussions for the other parameter range -- 8.6 Concluding remark and supplementary comment -- A Supplementary Explanations and Formulas -- A.1 Formal derivation of the Boltzmann equation from the Liouville equation -- A.3 Derivation of the Stokes set of equations -- A.4 Golse’s theorem on a one-way flow -- A.6 Viscosity and thermal conductivity -- A.9 Equation for the Knudsen layer and Bardos’s theorem -- A.10 The boundary condition for the linearized Euler set of equations -- B Spherically Symmetric Field of Symmetric Tensor -- B.1 Problem -- B.3.1 Preparation -- B.3.3 Summary -- B.4 Applications -- B.4.2 Axially symmetric field -- C Kinetic-Equation Approach to Fluid-Dynamic Equations -- C.1 Introduction -- C.2 Exact kinetic-equation approach -- C.3 Discussion on numerical systems ISBN: 9781461200611 Series: eBooks Series: SpringerLink (Online service) Series: Springer eBooks Keywords: Physics , Partial differential equations , Applied mathematics , Engineering mathematics , Computer mathematics , Continuum physics , Fluid mechanics , Physics , Classical Continuum Physics , Applications of Mathematics , Partial Differential Equations , Computational Mathematics and Numerical Analysis , Engineering Fluid Dynamics Availability: Click here to see Library holdings or inquire at Circ Desk (x3401) Click to reserve this book Be sure to include your ID please. More info: Amazon.com More info: Barnes and Noble Full Text: Click here Location: ONLINE