# 'Double pendulum simulation' presentation slideshows

## Pendulum without friction

Pendulum without friction. Limit cycle in phase space: no sensitivity to initial conditions. Pendulum with friction. Fixed point attractor in phase space: no sensitivity to initial conditions. Pendulum with friction: basin of attraction.

By morrison
(163 views)

View Double pendulum simulation PowerPoint (PPT) presentations online in SlideServe. SlideServe has a very huge collection of Double pendulum simulation PowerPoint presentations. You can view or download Double pendulum simulation presentations for your school assignment or business presentation. Browse for the presentations on every topic that you want.

## Double Pendulum

Double Pendulum. Double Pendulum. The double pendulum is a conservative system. Two degrees of freedom The exact Lagrangian can be written without approximation. l. q. m. l. f. m. Make substitutions: Divide by mgl t  t ( g / l ) 1/2. Find conjugate momenta as angular momenta.

## Double Pendulum

Double Pendulum. By: Rosa Nguyen EPS 109 – Fall 2011. Double Pendulum. - A simple pendulum where another point of movement can now occur (or another rod added at the end).

By thi (209 views)

## Double Pendulum

Double Pendulum. Coupled Motion. Two plane pendulums of the same mass and length. Coupled potentials The displacement of one influences the other Coupling is small Define two angles q 1 , q 2 as generalized variables. k. l. l. q 1. q 2. m. m. Coupled Equations.

By lyndon (197 views)

## The Double Pendulum

The Double Pendulum. by Franziska von Herrath & Scott Mandell. The potential energy of the system is found by combining the potential energy of each mass. The kinetic energy of the system is found by combining the kinetic energy of each mass. The Lagrangian of the system is:.

By mora (104 views)

## The Double Pendulum

By lucine (167 views)

## The Double Pendulum

The Double Pendulum. by Franziska von Herrath & Scott Mandell. The potential energy of the system is found by combining the potential energy of each mass. The kinetic energy of the system is found by combining the kinetic energy of each mass. The Lagrangian of the system is:.

By aquilar (0 views)

## Discrete Dynamical Systems : Inverted Double Pendulum : Consider the double pendulum shown:

Some analytical models of nonlinear physical systems. P.  2. l. x. A.  1. k 2. l. g. k 1. O. y. Discrete Dynamical Systems : Inverted Double Pendulum : Consider the double pendulum shown:. Inverted Double Pendulum – E quation of motion.

By morrison (522 views)