Bifurcation Flight Dynamic Analysis of a Strake-Wing Micro Aerial Vehicle
Non-linear phenomena are particularly important in -flight dynamics of micro-class unmanned aerial vehicles. Susceptibility to atmospheric turbulence and high manoeuvrability of such aircraft under critical flight conditions cover non-linear aerodynamics and inertia coupling. The theory of dynamical...
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doaj-f32f8a86bb3f42c99dde630c300308fd2021-02-09T00:02:53ZengMDPI AGApplied Sciences2076-34172021-02-01111524152410.3390/app11041524Bifurcation Flight Dynamic Analysis of a Strake-Wing Micro Aerial VehicleMirosław Nowakowski0Krzysztof Sibilski1Anna Sibilska-Mroziewicz2Andrzej Żyluk3Air Force Institute of Technology, 01-494 Warsaw, PolandFaculty of Power and Aviation Engineering, Institute of Aviation Engineering and Applied Mechanics, Warsaw University of Technology, 00-665 Warsaw, PolandFaculty of Mechatronics, Warsaw University of Technology, 02-525 Warsaw, PolandAir Force Institute of Technology, 01-494 Warsaw, PolandNon-linear phenomena are particularly important in -flight dynamics of micro-class unmanned aerial vehicles. Susceptibility to atmospheric turbulence and high manoeuvrability of such aircraft under critical flight conditions cover non-linear aerodynamics and inertia coupling. The theory of dynamical systems provides methodology for studying systems of non-linear ordinary differential equations. The bifurcation theory forms part of this theory and deals with stability changes leading to qualitatively different system responses. These changes are called bifurcations. There is a number of papers, the authors of which applied the bifurcation theory for analysing aircraft flight dynamics. This article analyses the dynamics of critical micro aerial vehicle flight regimes. The flight dynamics under such conditions is highly non-linear, therefore the bifurcation theory can be applied in the course of the analysis. The application of the theory of dynamical systems enabled predicting the nature of micro aerial vehicle motion instability caused by bifurcations and analysing the post-bifurcation microdrone motion. This article presents the application of bifurcation analysis, complemented with time-domain simulations, to understand the open-loop dynamics of strake-wing micro aerial vehicle model by identifying the attractors of the dynamic system that manages upset behaviour. A number of factors have been identified to cause potential critical states, including non-oscillating spirals and oscillatory spins. The analysis shows that these spirals and spins are connected in a one-parameter space and that due to improper operation of the autopilot on the spiral, it is possible to enter the oscillatory spin.https://www.mdpi.com/2076-3417/11/4/1524nonlinear dynamics of flightbifurcation theorymicro aerial vehiclesstrake-wing micro drones |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Mirosław Nowakowski Krzysztof Sibilski Anna Sibilska-Mroziewicz Andrzej Żyluk |
spellingShingle |
Mirosław Nowakowski Krzysztof Sibilski Anna Sibilska-Mroziewicz Andrzej Żyluk Bifurcation Flight Dynamic Analysis of a Strake-Wing Micro Aerial Vehicle Applied Sciences nonlinear dynamics of flight bifurcation theory micro aerial vehicles strake-wing micro drones |
author_facet |
Mirosław Nowakowski Krzysztof Sibilski Anna Sibilska-Mroziewicz Andrzej Żyluk |
author_sort |
Mirosław Nowakowski |
title |
Bifurcation Flight Dynamic Analysis of a Strake-Wing Micro Aerial Vehicle |
title_short |
Bifurcation Flight Dynamic Analysis of a Strake-Wing Micro Aerial Vehicle |
title_full |
Bifurcation Flight Dynamic Analysis of a Strake-Wing Micro Aerial Vehicle |
title_fullStr |
Bifurcation Flight Dynamic Analysis of a Strake-Wing Micro Aerial Vehicle |
title_full_unstemmed |
Bifurcation Flight Dynamic Analysis of a Strake-Wing Micro Aerial Vehicle |
title_sort |
bifurcation flight dynamic analysis of a strake-wing micro aerial vehicle |
publisher |
MDPI AG |
series |
Applied Sciences |
issn |
2076-3417 |
publishDate |
2021-02-01 |
description |
Non-linear phenomena are particularly important in -flight dynamics of micro-class unmanned aerial vehicles. Susceptibility to atmospheric turbulence and high manoeuvrability of such aircraft under critical flight conditions cover non-linear aerodynamics and inertia coupling. The theory of dynamical systems provides methodology for studying systems of non-linear ordinary differential equations. The bifurcation theory forms part of this theory and deals with stability changes leading to qualitatively different system responses. These changes are called bifurcations. There is a number of papers, the authors of which applied the bifurcation theory for analysing aircraft flight dynamics. This article analyses the dynamics of critical micro aerial vehicle flight regimes. The flight dynamics under such conditions is highly non-linear, therefore the bifurcation theory can be applied in the course of the analysis. The application of the theory of dynamical systems enabled predicting the nature of micro aerial vehicle motion instability caused by bifurcations and analysing the post-bifurcation microdrone motion. This article presents the application of bifurcation analysis, complemented with time-domain simulations, to understand the open-loop dynamics of strake-wing micro aerial vehicle model by identifying the attractors of the dynamic system that manages upset behaviour. A number of factors have been identified to cause potential critical states, including non-oscillating spirals and oscillatory spins. The analysis shows that these spirals and spins are connected in a one-parameter space and that due to improper operation of the autopilot on the spiral, it is possible to enter the oscillatory spin. |
topic |
nonlinear dynamics of flight bifurcation theory micro aerial vehicles strake-wing micro drones |
url |
https://www.mdpi.com/2076-3417/11/4/1524 |
work_keys_str_mv |
AT mirosławnowakowski bifurcationflightdynamicanalysisofastrakewingmicroaerialvehicle AT krzysztofsibilski bifurcationflightdynamicanalysisofastrakewingmicroaerialvehicle AT annasibilskamroziewicz bifurcationflightdynamicanalysisofastrakewingmicroaerialvehicle AT andrzejzyluk bifurcationflightdynamicanalysisofastrakewingmicroaerialvehicle |
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1724278839641636864 |