Analysis and Simulation of Simple Dynamic Systems - Maple Application Center
Application Center Applications Analysis and Simulation of Simple Dynamic Systems

Analysis and Simulation of Simple Dynamic Systems

Author
: Forhad Ahmed
Engineering software solutions from Maplesoft
This Application runs in Maple. Don't have Maple? No problem!
 Try Maple free for 15 days!
Dynamic Systems (as they are used in this worksheet) are mechanical systems comprising of masses and constraints. Constraints are a set of rules that have to be followed as the masses are allowed to move freely. For example, a very simple dynamic system might be that of a pendulum. The constraint of a pendulum is that one mass has to stay at a fixed distance from a fixed mass (rigid-rod constraint). Examples of more complex system are a double pendulum and a triple pendulum. 4 case studies are presented in this work sheet: Damped Oscillation, Resonance, Bead on wire, and Vibrating Tower. A practice problem can be found at the end of the work sheet.

Application Details

Publish Date: October 07, 2002
Created In: Maple 7
Language: English

More Like This

Designing a More Effective Car Radiator
Optimizing the Controller Design to Guide the Motion of a Maglev Train
Analytical Treatment of the Involute Gears Geometry
Classroom Tips and Techniques: Simultaneous Diagonalization and the Generalized Eigenvalue Problem
Classroom Tips and Techniques: An Undamped Coupled Oscillator
Optimizing the Design of a Helical Spring