Lecture notes for Introduction to Fluid Mechanics
This note covers Derivation of mathematical models, Simplified models, Euler equations, Vorticity, A dip on analysis and Biot Savarts law, Local in time well posedness, Two dimensional case and one dimensional isentropic compressible Euler equations.
Author(s): JProf Dr Xian Liao
47 Pages 
Lecture notes for Introduction to Fluid Mechanics
This note covers Derivation of mathematical models, Simplified models, Euler equations, Vorticity, A dip on analysis and Biot Savarts law, Local in time well posedness, Two dimensional case and one dimensional isentropic compressible Euler equations.
Author(s): JProf Dr Xian Liao
47 Pages
Lecture Notes on Intermediate Fluid Mechanics by AME
The course provides a survey of continuum fluid mechanics. Part I gives an extensive development of the compressible Navier-Stokes equations. Part II focuses on their solution in various limits: vorticity dynamics, compressible flow, potential flow, and viscous laminar flow. The emphasis is on fluid physics and the mathematics necessary to efficiently describe the physics.
Author(s): Joseph M. Powers, Department of Aerospace and Mechanical Engineering, University of Notre Dame
428 Pages
