AppDynSys : Flows : Visualizing 1-D Continuous-Time Dynamics

AppDynSys : Flows : Visualizing 1-D Continuous-Time Dynamics

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AppDynSys : 3D Flows : Linear Equilibria & Eigenvalues
AppDynSys : 3D Flows : Linear Equilibria & Eigenvalues
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AppDynSys : 3D Flows : Linear Equilibria & Eigenvalues

AppDynSys : 3D Flows : Linear Equilibria & Eigenvalues
AppDynSys : Fluid Dynamics : Mixing

AppDynSys : Fluid Dynamics : Mixing
AppDynSys : Hopf Bifurcation : Full View

AppDynSys : Hopf Bifurcation : Full View
AppDynSys : Hopf Bifurcation : Phase Portrait

AppDynSys : Hopf Bifurcation : Phase Portrait
AppDynSys : Poincare Section : Definition

AppDynSys : Poincare Section : Definition
AppDynSys : Bifurcations : 2-D Bogdanov-Takens

AppDynSys : Bifurcations : 2-D Bogdanov-Takens
Intermediate Axis Theorem visualization using Vpython

Intermediate Axis Theorem visualization using Vpython
Bifurcation aneurysm PIV reconstructed flow animation

Bifurcation aneurysm PIV reconstructed flow animation
Circle Map Bifurcation

Circle Map Bifurcation
Phase Space of 33000 Double Pendulums #simulation #chaos

Phase Space of 33000 Double Pendulums #simulation #chaos
Chaotic advection in a blinking vortex flow

Chaotic advection in a blinking vortex flow
Guckenheimer & Holmes's example of a saddle connection

Guckenheimer & Holmes's example of a saddle connection
Visualization of Vortices formed by different Nozzle Geometries

Visualization of Vortices formed by different Nozzle Geometries
Rods in a Two Dimensional Chaotic Flow

Rods in a Two Dimensional Chaotic Flow
AppDynSys : Population Models : Lotka-Volterra

AppDynSys : Population Models : Lotka-Volterra