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Št. zadetkov: 10
Chapter 1: Maxwell's integral laws in free space
Markus Zahn , Massachusetts Institute of Technology, MIT
Video in druga učna gradiva
Oznake: physics;electromagnetism
1.0 Introduction * Overview of subject 1.1 The Lorentz law in free space 1.2 Charge and current densities 1.3 Gauss' integral law of electric field density * Singular charge distributions * Gauss' continuity condition 1.4 Ampere's integral law * Singular current distribution ...
Leto: 2005 Vir: videolectures.net
Chapter 4: Electroquasistatic fields: the superposition integral point of view
Markus Zahn , Massachusetts Institute of Technology, MIT
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4.0 Introduction 4.1 Irrotational field represented by scalar potential: the gradient operator and the gradient integral theorem * Visualization of two-dimensional irrotational fields 4.2 Poisson's equation 4.3 Superposition principle 4.4 Fields associated with charge singularities * Dipo ...
Leto: 2005 Vir: videolectures.net
Chapter 5: Electroquasistatic fields from the boundary value point of view
Markus Zahn , Massachusetts Institute of Technology, MIT
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5.0 Introduction 5.1 Particular and homogeneous solutions to Poisson's and Laplace's equations * Superposition to satisfy boundary conditions * Capacitance matrix 5.2 Uniqueness of solutions of Poisson's equation 5.3 Continuity conditions 5.4 Solutions to Laplace's equation in Cartesian ...
Leto: 2005 Vir: videolectures.net
Chapter 6: Polarization
Markus Zahn , Massachusetts Institute of Technology, MIT
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6.0 Introduction 6.1 Polarization density 6.2 Laws and continuity conditions with polarization * Polarization current density and Ampere's law * Displacement flux density 6.3 Permanent polarization 6.4 Polarization constitutive laws 6.5 Fields in the presence of electrically linear die ...
Leto: 2005 Vir: videolectures.net
Chapter 7: Conduction and electroquasistatic charge relaxation
Markus Zahn , Massachusetts Institute of Technology, MIT
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7.0 Introduction 7.1 Conduction constitutive laws * Ohmic conduction * Unipolar conduction 7.2 Steady Ohmic conduction * Continuity conditions * Conductance * Qualitative view of fields in conductors 7.3 Distributed current sources and associated fields * Distributed cu ...
Leto: 2005 Vir: videolectures.net
Chapter 8: Magnetoquasistatic fields: superposition integral and boundary value points of view
Markus Zahn , Massachusetts Institute of Technology, MIT
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8.0 Introduction * Vector field uniquely specified 8.1 The vector potential and the vector Poisson equation * Two-dimensional current and vector potential distributions 8.2 The Biot-Savart superposition integral * Stick model for computing fields of electromagnet 8.3 The scalar mag ...
Leto: 2005 Vir: videolectures.net
Chapter 9: Magnetization
Markus Zahn , Massachusetts Institute of Technology, MIT
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9.0 Introduction 9.1 Magnetization density 9.2 Laws and continuity conditions with magnetization * Faraday's law including magnetization * Magnetic flux density * Terminal voltage with magnetization 9.3 Permanent magnetization 9.4 Magnetization constitutive laws 9.5 Fields in the p ...
Leto: 2005 Vir: videolectures.net
Chapter 10: Magnetoquasistatic relaxation and diffusion
Markus Zahn , Massachusetts Institute of Technology, MIT
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10.0 Introduction 10.1 Magnetoquasistatic electric fields in systems of perfect conductors 10.2 Nature of fields induced in finite conductors 10.3 Diffusion of axial magnetic fields through thin conductors 10.4 Diffusion of transverse magnetic fields through thin conductors * Response to a ...
Leto: 2005 Vir: videolectures.net
Chapter 11: Energy, power flow, and forces
Markus Zahn , Massachusetts Institute of Technology, MIT
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11.0 Introduction * Power flow in a circuit * Overview 11.1 Integral and differential conservation statements 11.2 Poynting's theorem * Systems composed of perfect conductors and free space 11.3 Ohmic conductors with linear polarization and magnetization * An alternative conserv ...
Leto: 2005 Vir: videolectures.net
Chapter 13: Electrodynamic fields: the boundary value point of view
Markus Zahn , Massachusetts Institute of Technology, MIT
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13.0 Introduction 13.1 Introduction to transverse electromagnetic (TEM) waves * The magnetoquasistatic (MQS) limit The MQS approximation * The electroquasistatic (EQS) limit * The EQS approximation 13.2 Two-dimensional modes between parallel-plates 13.3 Transverse (TE) and transver ...
Leto: 2005 Vir: videolectures.net
Št. zadetkov: 10
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