This thesis analyzes aerodynamic forces in viscous and compressible external flows. It is unique, as the force theories discussed apply to fully viscous and compressible Navier-Stokes external flows, allowing them to be readily combined with computational fluid dynamics to form a profound basis of modern aerodynamics. This thesis makes three fundamental contributions to theoretical aerodynamics, presenting: (1) a universal far-field zonal structure that determines how disturbance flow quantities decay dynamically to the state of rest at infinity; (2) a universal and exact total-force formula for steady flow and its far-field asymptotics; and (3) a general near-field theory for the detailed diagnosis of all physical constituents of aerodynamic force and moment.
Nominated as an outstanding PhD thesis by Peking University
Analyzes aerodynamic forces in viscous and compressible external flows
Bridges a number of long-standing, significant gaps in theoretical aerodynamics
Luo-Qin Liu
Theoretical Aerodynamics Viscous and Compressible Flow Navier-stokes Equations Aerodynamic Force and Moment External Flows fluid- and aerodynamics