This course introduces students to the underlying building blocks of digital system and microcontroller design. Digital systems topics that are covered include: number systems, truth tables, Boolean algebra, combinational and sequential logic, and finite state machines. A microcontroller is used to teach register programming, reading and writing digital I/O, bitwise operations and bit-masking and microprocessor architecture. Laboratory exercises are designed to illustrate concepts, reinforce analysis and design skills, and develop instrumentation techniques associated with the lecture topics.

This is an introductory course in algebra-based physics focusing on mechanics and waves. Topics include kinematics, planar motion, Newton’s laws, gravitation; rotational kinematics and dynamics; work and energy; momentum and impulse; conservation laws; simple harmonic motion; waves; data presentation/analysis and error propagation. The course is taught using both traditional lectures and a workshop format that integrates material traditionally found in separate lecture, recitation, and laboratory settings. Attendance at the scheduled evening sessions of this class is required for exams. There will be 2 or 3 of these evening exams during the semester. Competency in algebra, geometry and trigonometry is required.

This course covers the fundamentals of AC and DC circuit theory, electrical analysis of simple linear networks, operations of and circuits containing diodes and transistors, linear and non-linear operation of op-amps and their applications, and analysis of basic digital circuits. Laboratory classes reinforce lecture material and teach practical skills in use of basic test and measurement equipment.