Dynamical systems theory has been used to study nonlinear aircraft dynamics. A six degree of freedom model that neglects gravity has been analyzed. The aerodynamical model, supplied by NASA, is for a generic swept wing fighter and includes nonlinearities as functions of the angle of attack. A continuation method was use to calculate the steady states of the aircraft, and bifurcations of these steady states, as functions of the control deflections. Bifurcations were used to predict jump phenomena and the onset of periodic motion for roll coupling instabilities and high angle of attack maneuvers. The predictions were verified with numerical simulations
Through theoretical and analog results the effects of two nonlinear stability derivatives on the lon...
Aerodynamic bifurcation is defined as the replacement of an unstable equilibrium flow by a new stabl...
A nonlinear flight controller is developed using dynamic inversion principles. The nonlinearities in...
Dynamical systems theory has been used to study the nonlinear dynamics of the F-14. An eight degre...
Bifurcation theory has been used to study Ihe nonlinear dynamics of the F-14. An 8 degree-of-freedom...
Bifurcation theory has been used to study Ihe nonlinear dynamics of the F-14. An 8 degree-of-freedom...
A predictive method of nonlinear system analysis is used to investigate airplane stability and dynam...
Basic concepts involved in the mathematical modeling of the aerodynamic response of an aircraft to a...
An analytical method was developed for studying the combined effects of rotational coupling and nonl...
Over the past two decades, bifurcation and continuation methods have emerged as efficient tools for...
Over the past two decades, bifurcation and continuation methods have emerged as efficient tools for...
The nonlinear dynamic analysis of aeroelastic systems is a topic that has been covered extensively i...
Over the past two decades, bifurcation and continuation methods have emerged as efficient tools for...
Bifuraction theory is used to analyze the nonlinear dynamic stability characteristics of an aircraft...
Over the past two decades, bifurcation and continuation methods have emerged as efficient tools for...
Through theoretical and analog results the effects of two nonlinear stability derivatives on the lon...
Aerodynamic bifurcation is defined as the replacement of an unstable equilibrium flow by a new stabl...
A nonlinear flight controller is developed using dynamic inversion principles. The nonlinearities in...
Dynamical systems theory has been used to study the nonlinear dynamics of the F-14. An eight degre...
Bifurcation theory has been used to study Ihe nonlinear dynamics of the F-14. An 8 degree-of-freedom...
Bifurcation theory has been used to study Ihe nonlinear dynamics of the F-14. An 8 degree-of-freedom...
A predictive method of nonlinear system analysis is used to investigate airplane stability and dynam...
Basic concepts involved in the mathematical modeling of the aerodynamic response of an aircraft to a...
An analytical method was developed for studying the combined effects of rotational coupling and nonl...
Over the past two decades, bifurcation and continuation methods have emerged as efficient tools for...
Over the past two decades, bifurcation and continuation methods have emerged as efficient tools for...
The nonlinear dynamic analysis of aeroelastic systems is a topic that has been covered extensively i...
Over the past two decades, bifurcation and continuation methods have emerged as efficient tools for...
Bifuraction theory is used to analyze the nonlinear dynamic stability characteristics of an aircraft...
Over the past two decades, bifurcation and continuation methods have emerged as efficient tools for...
Through theoretical and analog results the effects of two nonlinear stability derivatives on the lon...
Aerodynamic bifurcation is defined as the replacement of an unstable equilibrium flow by a new stabl...
A nonlinear flight controller is developed using dynamic inversion principles. The nonlinearities in...