# |
Learning Outcomes |
1 |
Getting knowledge about the vector analysis and orthogonal coordinate systems. |
2 |
Getting knowledge about the gradient of a scalar field, divergence of a vector field, divergence theorem, curl of a vector field, Stokes’s theorem, two null identities and Helmholtz’s theorem. |
3 |
Getting knowledge about the fundamental postulates of electrostatics in free space, Coulomb’s law, electric field due to a system of discrete charges and electric field due to a continuous distribution of charges. |
4 |
Getting knowledge about the Gauss’s law and applications, electric potential due to a charge distribution, conductors in static electric field and equivalent charge distribution of polarized dielectrics. |
5 |
Getting knowledge about the electric flux density and dielectric constant, dielectric strength, boundary conditions for electrostatic fields, capacitance and capacitors and series and parallel connections of capacitors. |
6 |
Getting knowledge about the current density and Ohm’s law, electromotive force and Kirchhoff’s voltage law, equation of continuity and Kirchhoff’s current law, power dissipation and Joule’s law, boundary conditions for current density and resistance calculations. |
7 |
Getting knowledge about the fundamental postulates of magnetostatics in free space, vector magnetic potential, Biot-Sawart’s law and applications, the magnetic dipole and scalar magnetic potential. |
8 |
Getting knowledge about the magnetization and equivalent current densities, magnetic field intensity and relative permeability, magnetic circuits, behavior of magnetic materials and boundary conditions for magnetostatic fields, inductances and inductors, magnetic energy, magnetic energy in terms of field quantities and magnetic forces and torques. |
# |
Subjects |
Teaching Methods and Technics |
1 |
Cartesian, cylindrical and spherical coordinate systems, gradient, divergence, rotational, divergence and Stokes theorems. |
lecture |
2 |
Coulomb's law. Electric fields created by discrete and continuous charge distributions. Gauss law and its applications. |
lecture |
3 |
Conductors in a static electric field. Dielectrics in the static electric field; Equivalent polarity loads. |
lecture |
4 |
Capacitance and capacitors. Electrostatic energy stored in the electrostatic field. Electrostatic forces. |
lecture |
5 |
Current density and Ohm's law. Electromotive force and the Kirchhoff voltage law. Continuity equality and the Kirchhoff current law. |
lecture |
6 |
Power consumption and Joule's law. Boundary conditions for current density. Resistance account. |
lecture |
7 |
Midterm |
exam |
8 |
Static magnetic force between DC current carrying conductors. Biot-Savart law. Magnetic flux density vector. Magnetic potential and magnetic flux. |
lecture |
9 |
Magnetic materials. Magnetic dipole. Magnetization and magnetizing current densities. |
lecture |
10 |
Magnetic field strength vector. Boundary conditions for the magnetic field. Magnetic circuits. |
lecture |
11 |
Coils and inductance. Mutual inductance. Magnetic energy. Magnetic forces and torques. |
lecture |
12 |
Faraday's law and electromyographic induction; A fixed circuit in a time-varying magnetic field, a moving conductor in a static magnetic field, a circuit that moves in time-varying magnetic fields. |
lecture |
13 |
Maxwell equations; Integral and differential forms of Maxwell's equations. Potential functions. |
lecture |
14 |
Wave equations and solutions; solutions for potential solutions for the absence of resources. |
lecture |
15 |
Time-harmonic fields; Phasor concept, time-harmonic electromagnets, fields for the absence of source in simple environment. |
lecture |
16 |
Final Exam |
exam |
# |
Learning Outcomes |
Program Outcomes |
Method of Assessment |
1 |
Getting knowledge about the vector analysis and orthogonal coordinate systems. |
1 |
1͵2 |
2 |
Getting knowledge about the gradient of a scalar field, divergence of a vector field, divergence theorem, curl of a vector field, Stokes’s theorem, two null identities and Helmholtz’s theorem. |
1 |
1͵2 |
3 |
Getting knowledge about the fundamental postulates of electrostatics in free space, Coulomb’s law, electric field due to a system of discrete charges and electric field due to a continuous distribution of charges. |
1 |
1͵2 |
4 |
Getting knowledge about the Gauss’s law and applications, electric potential due to a charge distribution, conductors in static electric field and equivalent charge distribution of polarized dielectrics. |
3 |
1͵2 |
5 |
Getting knowledge about the electric flux density and dielectric constant, dielectric strength, boundary conditions for electrostatic fields, capacitance and capacitors and series and parallel connections of capacitors. |
3 |
1͵2 |
6 |
Getting knowledge about the current density and Ohm’s law, electromotive force and Kirchhoff’s voltage law, equation of continuity and Kirchhoff’s current law, power dissipation and Joule’s law, boundary conditions for current density and resistance calculations. |
4 |
1͵2 |
7 |
Getting knowledge about the fundamental postulates of magnetostatics in free space, vector magnetic potential, Biot-Sawart’s law and applications, the magnetic dipole and scalar magnetic potential. |
4 |
1͵2 |
8 |
Getting knowledge about the magnetization and equivalent current densities, magnetic field intensity and relative permeability, magnetic circuits, behavior of magnetic materials and boundary conditions for magnetostatic fields, inductances and inductors, magnetic energy, magnetic energy in terms of field quantities and magnetic forces and torques. |
5 |
1͵2 |