# E E-ELECTRICAL ENGINEERING (E E)

**E E 100. Introduction to Electrical and Computer Engineering**

**4 Credits (3+3P)**

Introduction to analog (DC) and digital electronics. Includes electric component descriptions and equations, Ohm's law, Kirchhoff's voltage and current laws, ideal op-amp circuits, Boolean algebra, design of combinational and sequential logic circuits and VHDL or VERILOG.

**Prerequisite(s)/Corequisite(s): **C- or better in MATH 190G.

**E E 112. Embedded Systems**

**4 Credits (3+3P)**

Introduction to programming through microcontroller-based projects. Extensive practice in writing computer programs to solve engineering problems with microcontrollers, sensors, and other peripheral devices.

**Prerequisite(s)/Corequisite(s): **E E 100.

**E E 200. Linear Algebra, Probability and Statistics Applications**

**4 Credits (3+3P)**

The theory of linear algebra (vectors and matrices) and probability (random variables and random processes) with application to electrical engineering. Computer programming to solve problems in linear algebra and probability.

**E E 212. Introduction to Computer Organization**

**4 Credits (3+3P)**

Concepts of modern computer organization, CPU control, pipelining, memory hierarchies, memory mapping, hardware-software interface, and operating systems.

**Prerequisite(s)/Corequisite(s): **E E 112. Prerequisite(s): C- or better in E E 100 and MATH 190G.

**E E 230. Circuit Analysis and Introduction to Electronics**

**4 Credits (3+3P)**

Circuit analysis techniques, RLC transients, phasors, filter response, and an introduction to discrete electronic devices.

**Prerequisite(s)/Corequisite(s): **PHYS 216G. Prerequisite(s): C- or better in E E 100 and MATH 192G.

**E E 240. Multivariate and Vector Calculus Applications**

**3 Credits (3)**

Vector algebra, cylindrical and spherical coordinates, partial derivatives, multiple integrals. Calculus of vector functions through electrostatic applications. Divergence, gradient, curl, divergence theorem, Stokes’s theorem, Coulomb’s Law, Gauss’s Law, electric field, electric potential. Applications in Matlab.