OpenFOAM/C3/Installing-and-running-Gmsh/English
Tutorial: Installing and runing Gmsh
Script and Narration: Gautam Sharma
Keywords: Gmsh.
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Slide 1 | Hello and welcome to the spoken tutorial on Installing and running Gmsh. |
Slide 2 : Learning Objectives
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In this tutorial we will learn to
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Slide 2: Pre-requisite | As a pre-requisite the user should have basic knowledge about mesh. |
Slide 3:
System Requirement |
To record this tutorial, I am using
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Slide 4: About Gmsh
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Let me introduce you to Gmsh.
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Slide 5 : Advantageous in creating complex geometry using blockMesh | It is advantageous in creating complex geometries in gmsh than blockmesh utility of OpenFOAM.
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Installing Gmsh
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Gmsh can be installed using Synaptic Package Manager.
It will ask for your password. Type in your password.
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Open browser
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Alternately, you can also download Gmsh from the Gmsh website.
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Type: http://geuz.org/gmsh/ | In the address bar, type: http://geuz.org/gmsh/ |
Scroll down to stable Linux release
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Scroll down and download the stable Linux release, according to your OS type.
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Go to Home>> Downloads
Locate the file gmsh-2.8.4-Linux64.tgz |
After finishing your download, go to the Downloads folder. |
Extract the files | Here you can see the tar file. Extract the file.
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Open Gmsh folder | Open the folder. Go to bin and click on gmsh icon. |
Gmsh start screen | You can see the Gmsh start screen.
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Cube | Now we will create a cube using Gmsh. |
Diagram | Here you can see the cube with side equal to one unit. |
Gmsh window | On the left hand, you can see the module tree with Geometry, Mesh and Solver as the branches. |
Click Add | Go to Geometry > Elementary entitites > Add. |
Enter the coordinates of the cube | Click on Point. A new window will appear. |
Enter the coordinates | Enter the X,Y and Z coordinates starting with (0 0 0) and press Enter. |
(1 0 0)
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IEnter the second coordinates as (1 0 0) and press Enter.
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Coordinates | I have entered all the eight coordinates |
Move the points | Use the left mouse click to move the points. |
8 points visible | You can see all the 8 coordinates as points. |
Join the points by Straight lines | Now, click on the Straight line. |
Select start point | It wiil ask for start point select the first point. |
Select end point | It wiil ask for end point select the second point. |
Straight line | A line will be drawn between the two points.
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Join all the points | Similarly join all the points.
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Press q to abort | Press q to abort. |
Define the faces | Now we will define the faces of the cube. |
Click on Plane Surface | Click on Plane surface.
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Select the edges
appear in red
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Select the edges of the bottom face first.
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Face appears with centre lines | You will notice the the face appears with dashed centre lines. |
Define the top face | Now define the top face.
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Select the remaining faces
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Similarly, define the remaining faces.
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Define the Volume | Now, we will define the volume of the cube.
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Select the volume boundary | Select any of the surface boundary and press e to end selection. |
Green dot appears at centre | A yellow dot appears in the centre of the cube, which represents the volume.
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Define physical groups | Now, we will define the physical groups.
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Define surface first | Go to Physical Group>Add and click on Surface. |
Select the surface boundary | Select the front surface first press e to end the selection.
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Select the remaining face | Similarly, select the remaining surfaces.
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Define the volume
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Now, we'll define the physical volume.
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Save you work | Our cube is complete let us save our work. |
Click on save as
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Go to File menu and click on Save as.
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Slide : Assignment | This brings us to the end of the tutorial.
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Slide : Summary
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In this tutorial we learnt :
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Slide :
About Spoken tutorials |
Watch the video available at this URL:
http://spoken-tutorial.org/What_is_a_Spoken_Tutorial It summarizes the Spoken Tutorial project. If you do not have good bandwidth, you can download and watch it. |
Slide:
About Spoken tutorials |
The Spoken Tutorial Project Team
-Conducts workshops using spoken tutorials -Gives certificates to those who pass an online test -For more details, please write to contact@spoken-tutorial.org |
Slide:
Acknowledgement
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Spoken Tutorials are part of Talk to a Teacher project,
It is supported by the National Mission on Education through ICT, MHRD, Government of India. This project is coordinated by http://spoken-tutorial More information on the same is available at the following URL link http://spoken-tutorial.org/NMEICT-Intro |
About the contributor | This is Gautam Sharma from IIT BOMBAY signing off.
Thanks for joining. |