'Stable manifold' presentation slideshows

The synaptic order: a key concept to understand multicenter bonding

607 views • 52 slides

Low Energy Transfers in the Solar System: Applications I

Low Energy Transfers in the Solar System: Applications I Objectif Lune ( Tintin ). Martin.Lo @ jpl.nasa.gov. 7/5/2004. 2004 Summer Workshop on Advanced Topics in Astrodynamics. Interplanetary Superhighway. JPL Lagrange Group. 1/21/03. Outline.

641 views • 39 slides

Overview

Overview. Reduction of the HH model to a 2-D model Principles of phase plane analysis; geometric aspects of neuronal dynamics; emergence of oscillations A mathematical description of bursting in excitable cells. HH model. Threshold behaviour. V(0)=5 mV. V(0)=4 mV.

363 views • 36 slides

GEM2505M

511 views • 35 slides

GEM2505M

500 views • 35 slides

Stable Heteroclinic Sequences as a Paradigm for Dynamic Psycholinguistics

372 views • 30 slides

Europa Orbiter Study Update

Europa Orbiter Study Update. Rodney L. Anderson Martin W. Lo. Overview. The Planar Europa Orbiter Trajectory Resonant Orbits Transition Between Resonances Energy Changes ( ?Vs ) Europa Approach 5:6 Unstable Orbit (Compared at Different Energies) Stable Manifold of L 2 Lyapunov Orbit.

394 views • 27 slides

Europa Orbiter Study Update

Europa Orbiter Study Update. Rodney L. Anderson Martin W. Lo. Overview. The Planar Europa Orbiter Trajectory Resonant Orbits Transition Between Resonances Energy Changes ( ?Vs ) Europa Approach 5:6 Unstable Orbit (Compared at Different Energies) Stable Manifold of L 2 Lyapunov Orbit.

274 views • 27 slides

Controlling Chaos!

Controlling Chaos!. Dylan Thomas and Alex Yang. Why control chaos?. One may want a system to be used for different purposes at different times Chaos offers flexibility (ability to switch between behaviors as circumstances change) Small changes produce large effects. How is it done?.

361 views • 14 slides

Fig 2. Capital-Consumption Phase Diagram for the Stationary System

43 views • 4 slides