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Chaos

A collection of 2 posts
Basics of Non-Linear Dynamics
Chaos

Basics of Non-Linear Dynamics

Look around and you will observe that all physical systems around us are dynamical in nature. That is, any system whose status changes with time is Dynamical. Whether the system in question keeps repeating itself (like in the case of an un-damped simple pendulum), or settles down to equilibrium (some
Nov 2, 2014 3 min read
On Chaos in Dynamical Systems
Chaos

On Chaos in Dynamical Systems

It is well-known that in Newtonian dynamics, motion is controlled by certain differential equations along with certain initial conditions. The problem is formulated in such a manner that it becomes deterministic i.e. given the initial condition the subsequent motion is predictable i.e. there is one-one connection between time
Oct 20, 2012 3 min read
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