PGEE936 - Advanced Electromagnetics - Timetable 2021.01     HOMEWORK                  
DATE VIDEOCLASS SUBJECT DURATION SUB-TOTAL DELIVERED RETURNED   Legend            
31-Mar-21 VC1 Introduction, vector algebra, basic coordinate systems, transformations between coordinate systems. 2 2 HW1     EX-Examination            
2-Apr-21 VC2 Integration in 3D space, differentiation in 3D space, gradient, divergent. 2 4       HW - Homework            
7-Apr-21 VC3 Divergent, curl, Green identities, Gauss, Stokes and Helmholtz theorems. 2 6       NC - No class            
9-Apr-21 VC4 Introduction to Electrostatics. Fields of discrete systems and continuous distributions. Density function for a point charge. Dirac's delta functions in 3D space. Gauss's law, electric potential. 2 8       VC - Videoclasses            
14-Apr-21 VC5 Source distributions represented by Dirac’s delta functions. Potential energy. Maxwell’s equations for electrostatics in vacuum. Boundary conditions. 2 10 HW2                  
16-Apr-21 EX1 EXAMINATION 01 - HW1 (SUBJECT COVERED BY VC1–VC4) 2 12   HW1                
21-Apr-21 VC6 Electric dipole. Polarization, polarization charges. Determination of fields in material media using the polarization charge model. Constitutive relationship in dielectric media. Final form of Maxwell's equations for electrostatics. 2 14                    
23-Apr-21 VC7 Energy in dielectric media. Poisson's and Laplace's equations. Problem solving examples of Poisson's eq. for high symmetry problems. Integral solution for the potential function. Solution using Green's functions. Uniqueness theorem. Capacitance. Principle of virtual work. 2 16                    
28-Apr-21 VC8 Product solution in rectangular coordinates. Expansions in orthogonal functions. Solution of Laplace's eq. for two-dimensional problems in cylindrical coordinates. Numerical solution of Laplace's equation. 2 18                    
30-Apr-21 VC9 Product solution in spherical coordinates. Legendre polynomials, associated Legendre polynomials. Spherical harmonics. Addition Theorem for Spherical Harmonics. 2 20 HW3                  
5-May-21 EX2 EXAMINATION 02 - HW2 (SUBJECT COVERED BY VC5–VC8) 2 22   HW2                
7-May-21 VC10 Product solution in cylindrical coordinates. Bessel functions. Orthogonality of Bessel Functions. Modified Bessel Functions. 2 24                    
12-May-21 VC11 Image method for a planar interface. Green's function for a planar interface. 2 26                    
14-May-21 VC12 Image method for spherical or cylindrical boundaries. Green's functions for spherical and cylindrical surfaces. 2 28                    
19-May-21 VC13 Boundary value problems and Image Method in Dielectric Media. 2 30 HW4                  
21-May-21 EX3 EXAMINATION 03 - HW3 (SUBJECT COVERED BY VC9–VC12) 2 32   HW3                
26-May-21 VC14 Electric current. Current density. Ohm's law. Charge conservation. Relaxation in conducting multilayers. Energy exchange between electric field and moving charges. Boundary value problem in conducting media. 2 34                    
28-May-21 VC15 Magnetostatic force, magnetic flux density. Magnetic vector potential. Maxwell's eqs. for Magnetostatics in vacuum. 2 36                    
2-Jun-21 VC16 Field determination by use of the integral formulation. Vector potential and flux density of circular loop. Field of localized current distribution. Magnetic dipole. Magnetization. Magnetization current. Magnetic field vector. Maxwell's equations for Magnetostatics. Types of material media from a magnetic point of view. Magnetic permeability. 2 38                    
4-Jun-21 VC17 Magnetic scalar potential and boundary value problems in magnetic media 2 40 HW5                  
9-Jun-21 EX4 EXAMINATION 04 - HW4 (SUBJECT COVERED BY VC13–VC16) 2 42   HW4                
11-Jun-21 VC18 Faraday's law. Inductance and magnetic energy. Displacement current. 2 44                    
16-Jun-21 VC19 Maxwell's equations for time-varying fields, Poynting's theorem. 2 46                    
18-Jun-21 VC20 Homogeneous wave equation. General solution. Maxwell's equations for harmonic fields. 2 48                    
23-Jun-21 VC21 Inhomogeneous wave equation. Lorentz and Coulomb gauges. General solution of the inhomogeneous wave equation. 2 50 HW6                  
25-Jun-21 EX5 EXAMINATION 05 - HW5 (SUBJECT COVERED BY VC17–VC20) 2 52   HW5                
30-Jun-21 VC22 Poynting's theorem for harmonic fields. Plane wave in the harmonic regime. 2 54                    
2-Jul-21 VC23 Frequency response of material media. Material losses. 2 56                    
7-Jul-21 VC24 Dispersion 2 58                    
9-Jul-21 NC No Class 0 58                    
14-Jul-21 EX6 EXAMINATION 06 - HW6 (SUBJECT COVERED BY VC17–VC20) 2 60   HW6