Fundamentals of Engineering Electromagnetics notes (1st edition)

This is a calculus based electromagnetism course which goes into the details of dielectric and magnetic materials under electric and magnetic fields. The course presents boundary values problems and Maxwell's equations in their local and integral forms. In this chapter we covered: Axioms of Magnetic fields Ampere's Law Biot-Savart Law Magnetization and equivalent current densities Magnetic field Intensity and Permeability Behaviour of Magnetic Materials Boundary conditions of magneti...

This is a calculus based electromagnetism course which goes into the details of dielectric and magnetie materials under electric and magnetic fields. The course presents boundary values problems and Maxwell's equations in their local and integral forms. In this chapter we covered: The axioms of electric field Electric field by discrete and continuous charges Gauss's Law Electric potential of a dipole Conductors in static fields Dielectric in static fields Polarization Boundary con...

This is a calculus based electromagnetism course which goes into the details of dielectric and magnetie materials under electric and magnetic fields. The course presents boundary values problems and Maxwell's equations in their local and integral forms. In this chapter we covered Faradays law of electromagnetic induction

This is a calculus based electromagnetism course which goes into the details of dielectric and magnetie materials under electric and magnetic fields. The course presents boundary values problems and Maxwell's equations in their local and integral forms. In this chapter we covered: Addition of Vectors Multiplication of Vectors Vector Product Mixed Scalar Product Mixed Vector Product Cartesian-Polar-Cylindrical-Spherical coordinates Gradient of a scalar function Divergence of a vector...

This is a calculus based electromagnetism course which goes into the details of dielectric and magnetic materials under electric and magnetic fields. The course presents boundary values problems and Maxwell's equations in their local and integral forms. In this chapter we covered: Axioms of Magnetic fields Ampere's Law Biot-Savart Law Magnetization and equivalent current densities Magnetic field Intensity and Permeability Behaviour of Magnetic Materials Boundary conditions of magneti...

This is a calculus based electromagnetism course which goes into the details of dielectric and magnetie materials under electric and magnetic fields. The course presents boundary values problems and Maxwell's equations in their local and integral forms. In this chapter we covered: The axioms of electric field Electric field by discrete and continuous charges Gauss's Law Electric potential of a dipole Conductors in static fields Dielectric in static fields Polarization Boundary con...

This is a calculus based electromagnetism course which goes into the details of dielectric and magnetie materials under electric and magnetic fields. The course presents boundary values problems and Maxwell's equations in their local and integral forms. In this chapter we covered: Addition of Vectors Multiplication of Vectors Vector Product Mixed Scalar Product Mixed Vector Product Cartesian-Polar-Cylindrical-Spherical coordinates Gradient of a scalar function Divergence of a vector...

This is a calculus based electromagnetism course which goes into the details of dielectric and magnetie materials under electric and magnetic fields. The course presents boundary values problems and Maxwell's equations in their local and integral forms. In this chapter we covered Faradays law of electromagnetic induction