A nonlinear aerodynamic analysis technique based on the full potential equation in conservative form has been enhanced to allow analysis of more complex geometric configurations. Solution procedures for the equations do not require any specific form of geometry or physical grid system. This results in the capability to analyze very complex geometries easily, provided the posed problem lies within the isentropic restrictions of the full potential theory. To treat embedded subsonic flow, characteristic signal propagation theory is used to monitor the type-dependent flow and a conservative switching scheme is employed to transition from the supersonic marching algorithm to a subsonic relaxation procedure and vice versa. An implicit approximate factorization scheme is used to solve the finite difference equations. These modifications now permit analysis of fully three-dimensional flowfields including the interference effects due to lifting surface wakes. Results are presented showing very good correlations with experimental surface pressure data and aerodynamic force data at both design and off-design operating points. Configurations examined include several waverider concepts, an arrow wing-body with wake, and a fighter forebody-canard configuration.
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