Solving a 1-DOF System Driven by Transient and Non-Periodic Forces - Maple Application Center
  Submit your work
Application Center Applications Solving a 1-DOF System Driven by Transient and Non-Periodic Forces

Solving a 1-DOF System Driven by Transient and Non-Periodic Forces

Author
: Harald Kammerer
0
Engineering software solutions from Maplesoft
 Download
 Preview
This Application runs in Maple. Don't have Maple? No problem!
 Try Maple free for 15 days!
This worksheet compares the solutions of a single-degree-of-freedom-system derived by two different techniques:

1. Solve the system in the time domain
2. Convert the ground acceleration into the frequency domain, multiply the result with the transfer function of the system and convert the solution back to the time domain.

The goal is to explain the difference between the resulting solutions. In many cases people mistakenly use the solution in the frequency domain to solve problems with transient excitation with non-periodic excitations.

Application Details

Publish Date: October 04, 2002
Created In: Maple 8
Language: English
This app is not in any Collections

Add to a Collection

Tags

engineering mechanics civil-engineering numerical-analysis

More Like This

Deformation of a Beam

Harald Kammerer

8
3-D oscillator with two masses, coupled by elastic springs

Harald Kammerer

6
Dynamics of a double pendulum

Harald Kammerer

2
Statics Package

Harald Kammerer

2
Statik Beispiel: Balkenberechnung

Harald Kammerer

0
Description of Mechanical Systems by the Use of Quadripole Parameters

Harald Kammerer

0
Statik auf Deutsch

Harald Kammerer

0
Terzpegelspektrum

Harald Kammerer

1
Statik Beispiel: Schiefe Biegung, Zug-/Druckstab, Torsion

Harald Kammerer

0
Dynamics and Deformation of a Helical Steel Spring

Harald Kammerer

2
Sequences of Masses Springs and Dampers

Harald Kammerer

1
Classical Mechanics: Complete Set of Lessons

Harald Kammerer

4