This course aims to help undergraduate students in understanding the latest software engineering techniques and their applications in the context of industrial and systems engineering. The topics of this course include the fundamental concepts and applications of computer programming, software engineering, computational problem solving, and statistical techniques for data mining and analytics.

This course examines classical Newtonian mechanics from a calculus-based fundamental perspective with close coupling to integrated laboratory experiences. Topics include kinematics; Newton's laws of motion; work-energy theorem, and power; systems of particles and linear momentum; circular motion and rotation; mechanical waves, and oscillations and gravitation within the context of mechanical engineering, using mechanical engineering conventions and nomenclature. Each topic is reviewed in lecture, and then thoroughly studied in an accompanying laboratory session. Students conduct experiments using modern data acquisition technology; and analyze, interpret, and present the results using modern computer software.

This basic course treats the equilibrium of particles and rigid bodies under the action of forces. It integrates the mathematical subjects of calculus, vector algebra and simultaneous algebraic equations with the physical concepts of equilibrium in two and three dimensions. Topics include concepts of force and moment, friction, centroids and moments of inertia, and equilibrium of trusses, frames and machines.

This course provides the student with an overview of the use of computer programming for solving problems encountered in engineering. Students will learn how to develop an algorithm for solving a problem and to translate that algorithm into computer code using fundamental structured programming techniques. The programming language(s) employed are selected to support computational problem-solving in higher-level mechanical engineering courses.

A basic course in the kinematics and kinetics of particles and rigid bodies. Newton's Laws and the theorems of work-energy and impulse momentum are applied to a variety of particle problems. Systems of particles are employed to transition to the analysis of rigid body problems. Absolute and relative motion are used to investigate the kinematics and kinetics of systems of rigid bodies. Newton's Laws are applied to a variety of two-dimensional rigid body problems.

This course is focused on developing skills and knowledge in the areas of instrumentation, computer data acquisition (DAQ), measurement theory, uncertainty analysis, data analysis, and technical report writing. Specific topics that are covered include: • Physical dimension variability assessment • Centrifugal pump performance evaluation • Temperature, pressure, and flow instrumentation and measurements • LabVIEW programming and DAQ hardware application • Transient measurements including computer data acquisition • Digital signal input and output Each topic includes background theoretical content with some individual exercises and then a team-based lab with accompanying lab report. Reports are submitted first in draft form and are reviewed by peers in class before preparing them for final draft submission

Nominally three months of full-time, paid employment in the mechanical engineering field.

This course provides an overview of the potential alternative fuels and energy efficiency technologies for powering current and future vehicles. Alternative fuel production technologies and utilization of fuels such as biodiesel, ethanol, and hydrogen will be covered. The primary technical and environmental issues associated with these alternative fuels will be discussed. Approaches to improving vehicle efficiency will also be explored. Students will be responsible for a final design or research project.

Thesis In conference with an adviser, a topic is chosen. Periodic progress reports and a final written document with an oral examination are required.