Mechanics of Materials
Basic concepts of solid mechanics and mechanical behavior of materials: elasticity, stress-strain relationships, stress transformation, viscoelasticity, plasticity, and fracture. Continuum behavior as well as atomistic explanations of the observed behavior are described. Examples from engineering as well as biomechanics. Lab experiments, computational exercises, and demonstrations give hands-on experience of the physical concepts.
Principles of Chemical Science
Introduction to chemistry with emphasis on basic principles of atomic and molecular structure, thermodynamics, chemical equilibrium, acid-base chemistry, and oxidation-reduction reactions. Laboratory component emphasizes quantitative analysis and modern instrumentation.
Physics of Energy
Survey of energy generation, storage, and conversion systems with attention to thermodynamics, efficiency limits, and materials constraints. Hands-on builds including speakers, mini wind turbines, and Stirling engines to integrate principles like Fourier transforms, mechanical vibrations, and thermal/mechanical energy conversion.
Physics I: Classical Mechanics
Introduction to Newtonian mechanics, fluid mechanics, and kinetic gas theory. Topics include kinematics, Newton's laws, energy, momentum, rotational motion, gravitation, oscillations, waves, and relativity. Problem-solving approach with laboratory component.
Undergraduate Research
Independent research opportunity in aerospace engineering or related fields. Work with faculty mentor on research project, developing technical skills and research methodologies.
Calculus
Differentiation and integration of functions of one variable, with applications. Topics include limits, continuity, derivatives, mean value theorem, integrals, fundamental theorem of calculus, and techniques of integration. Introduction to differential equations and Taylor series.
Differential Equations
Study of differential equations and their applications. Topics include first-order ODEs, linear differential equations, Laplace transforms, systems of ODEs, matrices, eigenvalues, phase plane analysis, and Fourier series. Emphasis on modeling physical systems.