ELE231

School of Engineering \ Electrical and Electronics Engineering

3

6

Compulsory

Turkish

MAT 102

Electrical and Electronics Engineering

Vector analysis, scalar and vector products. Orthogonal coordinate systems, gradient, divergence, and curl operators. Gauss’ and Stoke’s theorem. Static electric fields and electrical potential, conductors and dielectrics. Capacitors and capacitance, electrostatic energy. Solution of electrostatic problems. Steady electric currents and Ohm’s law. Continuity equation and Kirchoff’s laws. Steady magnetic fields, vector potential, and Biot-Savart’s law. Magnetization and magnetic materials. Magnetic energy, force, and torque.

Fundamentals of Engineering Electromagnetics, David K. Cheng, Prentice-Hall
Elements of Electromagnetics, Matthew O. Sadiku, 5. Basım, Oxford University Press, 2009
Engineering Electromagnetics, William Hayt, John Buck, 7. Basım, McGraw-Hill, 2005.
Fundamentals of Applied Electromagnetics, 6. Basım, F. T. Ulaby, E. Michielssen, U. Ravaioli, Prentice Hall, 2010.
Electromagnetics with Applications, D. A. Fleisch and J. D. Kraus, 5th Edition, McGraw-Hill, 1999.

Understanding vector algebra, Having knowledge about coordinate systems and transformations between coordinates, Learning the operators such as gradient, divergence, and curl with both their mathematical and physical meanings, Mathematical analysis of a static electric field, Applying electrostatic boundary conditions in different media and calculating electrical energy, Understanding the working principles of basic circuit elements such as capacitors, resistors, and inductors, Mathematical analysis of a static magnetic field, boundary conditions, and calculation of magnetic energy.

1. Gaining the ability to analyze static electric and magnetic fields using vector calculus knowledge

Week 1: Introduction to vector algebra, vector products, coordinate systems
Week 2: Gradient, divergence, rotational and Laplace operators, Divergence and Stoke's theorems
Week 3: Static electric fields, fundamentals of electrostatics, Coulomb's law
Week 4: Gauss's law and its applications, electric potential, conductors and dielectric materials
Week 5: Boundary condition problems, capacitors, electrostatic energy and forces
Week 6: Electrostatic problems, Poisson and Laplace equations, image method
Week 7: Boundary condition problems in different coordinate systems
Week 8: Static electric currents, current density and Ohm's law, continuity equation
Week 9: Static magnetic fields, fundamentals of magnetostatics, Biot-Savart law
Week 10: Magnetization, magnetic field intensity, magnetic circuits, coils and inductance
Week 11: Magnetic energy, magnetic force, magnetic moment
Week 12: -

• Midterm 1 30 %
• Midterm 2 30 %
• Final 40 %