Aerospace Engineering - Year 1
(First year electives not related to engineering or science are omitted)
The fundamental concepts and approaches of aerospace engineering are highlighted through lectures on aeronautics, astronautics, and design.
Textbook: Dava Newman. Interactive Aerospace Engineering and Design. McGraw-Hill, 2002. (Out of Print)
This is differential and integral calculus, topics that will be indispensable throughout your educational and professional career as an engineer.
Relevant Textbook: J. Stewart et.al., Single Variable Calculus: Early Transcendentals, 9th Ed., Cengage Publishing, 2020.
Learn the basics of Python to understand how to build small useful programs to solve problems.
This course include vectors and matrices, parametric curves, partial derivatives, double and triple integrals, and vector calculus in 2- and 3-space.
Relevant Textbook: J. Stewart, Multivariable Calculus, Cengage Learning, 8th Edition, 2015.
This course introduces classical mechanics. We pull from two sources to make this course complete, one is the OpenCourseWare site. The other are the video lectures on YouTube. The lectures are from a different instructor than from course materials on OCW, but between the two you're sure to receive the full course content.
Latest Edition of Textbook: Young, Hugh D., and Roger A. Freedman. University Physics. 14th ed. Pearson, 2019.
Aerospace Engineering - Year 2
(Second year electives not related to engineering or science are omitted)
Learn about airflows over bodies. Topics include subsonic potential flows, including source/vortex panel methods; viscous flows, including laminar and turbulent boundary layers; aerodynamics of airfoils and wings, including thin airfoil theory, lifting line theory, and panel method/interacting boundary layer methods; and supersonic and hypersonic airfoil theory.
Textbook: John D. Anderson, Fundamentals of Aerodynamics, 6th Edition, McGraw Hill (2016)
Learn the language of nature: differential equations. Topics include ordinary differential equations, modeling physical systems, method of undetermined coefficients, method of variations of parameters, convolution, Laplace transform, and phase plane diagrams.
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Aerospace Engineering - Year 3
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Aerospace Engineering - Year 4
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