In this Abaqus tutorial, the period of a pendulum
is calculated using both the analytical solution
and the Abaqus software.
The main objective of this tutorial is to first calculate the
period of the pendulum using the analytical solution, then obtain
the period using Abaqus, and finally compare the results obtained
from both approaches.
Pendulum model considered in the problem.
Pendulum Model
In this problem, the initial angle of the pendulum is
10 degrees, the length of the pendulum is
0.7 m, and the mass of the ball is
2 kg.
These parameters are used to calculate the period of the
pendulum using the analytical solution and the Abaqus software.
Calculation of the Period
The period of a pendulum is the amount of time
required to complete one full swing, or in other words, the time
required for the pendulum to return to its original position.
First, the period of the pendulum is calculated using the
analytical solution. Following that, the same
problem is modeled in Abaqus and the period is obtained from
the numerical simulation.
Comparison of Analytical and Abaqus Results
The period of the pendulum obtained from the
analytical solution is 1.678 seconds.
The period obtained from the Abaqus software is
1.68 seconds.
As observed from the results, the period obtained from Abaqus is
in very good agreement with that obtained from the analytical
solution.
Comparison between the period obtained from Abaqus and the
analytical solution.
Comparison between the period obtained from Abaqus and the
analytical solution.
What You Will Learn
How to model a pendulum in Abaqus.
How to define the geometry and mass of the pendulum.
How to define the initial angle of the pendulum.
How to calculate the period using the analytical solution.
How to obtain the period from an Abaqus simulation.
How to compare Abaqus results with an analytical solution.
How to evaluate the accuracy of a simple dynamic model using an analytical solution.
Key Features
Pendulum dynamic analysis.
Period calculation.
Analytical solution.
Abaqus numerical simulation.
Comparison between analytical and Abaqus results.
Initial angle of 10 degrees.
Pendulum length of 0.7 m.
Ball mass of 2 kg.
Free Abaqus tutorial.
Files Included
What you will receive after purchase
File Type
Content
Description
🧩
Abaqus
CAE File
Complete Abaqus model
📄
Abaqus
INP File
Abaqus input file
🎥
Video
Full Video
Step-by-step explanation of the project
Project Information
Important information about this project
🎥
Video TutorialAvailable
📦
Project TypeFree Tutorial
💻
Abaqus VersionAbaqus 2017
🌐
LanguageEnglish
📥
AccessFree
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