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These are the documents telling the story of Krit project at Central Aerohydrodynamics Institute (TsAGI) at Zhukovsky, Russia and beyond. It includes the development of some math methods (bifurcation theory, continuation method, methods for computing equilibrium and periodic solutions of the systems of nonlinear ordinary differential equations) and their applications in aircraft dynamics (especially for investigating critical flight regimes e.g. spin, stall, roll coupling, wing rock etc.)
亟亠 于从仍舒亟于舒ム 仄舒亠亳舒仍, 仗仂于亠仆仆亠 仗仂亠从 丐, 于 舒仄从舒 从仂仂仂亞仂 于 丶亠仆舒仍仆仂仄 舒仂亞亳亟仂亟亳仆舒仄亳亠
Tags
aircraft dynamics
nonlinear dynamics
bifurcation analysis
high angles of attack
continuation
spin
krit toolbox
stall
roll coupling
krit package
poincare mapping
periodic solutions
spin recovery
closed orbits
ssne
asymptotic stability regions
nonlinear systems
qualitative methods
limit cycles
mathematical model
linear regression
identification
data correlation
flight data analysis
pii
nonlinear aerodynamics
domains of attraction
closed loop dynamics
asymmetry
unsteady aerodynamics
aerodynamic modeling
russia
global stability
wing rock
simulators
anti-spin parachute
russian language
critical flight regimes
bifurcation diagrams
regression analysis
nonlinear equations
ussr
attainable equilibrium sets
aes
pitch rocking technique
aerodynamic hysteresis
aerodynamic asymmetry
bifurcation
experimental aerodynamics
software
matlab
ndi
usa
regions of attraction
closed-loop dynamics
admire
bifurcation surfaces
control law design
delta wing
chaotic dynamics
high angle-of-attack
france
wind tunnel
attractors
strange attractor
gui
homoclinic trajectories
qualitative analysis
dynamical system
control law
uk
phase portrait
complex attractors
aerodynamic model
chaos
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