OpenFOAM/C2/Simulating-flow-in-a-Lid-Driven-Cavity/English
Tutorial: Simulating Flow in a Lid Driven Cavity.
Script and Narration : Rahul Joshi
Keywords: Video tutorial,CFD,Lid Driven Cavity,Ghia et.al.
Visual cue | Narration |
Slide 1 | Hello and welcome to the spoken tutorial on Simulating Flow in a Lid Driven Cavity using openfoam |
Slide 2 : Learning Objectives | In this tutorial I will show you
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Slide 3:
System Requirement |
To record this tutorial
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Slide 4: System Requirement | The tutorials were recorded using the versions specified in previous slide
Subsequently the tutorials were edited to latest versions To install latest system requirements go to Installation Sheet
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Slide 4:
About Lid Driven Cavity flow |
Lid driven cavity is the most widely used 2D test
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Slide 5 : Diagram | This is diagram of Lid Driven Cavity |
The boundary conditions remain the same
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We are solving this for Reynolds no (Re) = 100
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Path for lid driven cavity | The path for the Lid Driven Cavity is the same as
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Open a command terminal | Now Open a command terminal and |
Press ctrl +Alt+t keys simultaneously on keyboard | To do this press Ctrl+Alt+t simultaneously on your keyboard |
Path for lid driven cavity in terminal | In the command terminal type the path for lid driven cavity |
Type run and press enter | type run and press enter |
Type cd tutorials and press enter | cd (space) tutorials and Press enter |
Type cd incompressible and press enter | cd (space) incompressible and Press enter |
Type cd icoFoam and press enter | cd (space) icoFoam (Note that F here is capital) and Press enter |
Type cd cavity | type cd (space) cavity and Press Enter |
Type ls and press enter | type ls and press enter |
Three folders 0, constant and system | In the file structure of cavity you will see 3 folders :
0 , constant , and system |
Type cd constant | Now type cd (space) constant and press enter |
Type ls and press enter | Now type ls and press enter |
Constant >> polyMesh | The constant folder contains another folder named polymesh
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Cd polyMesh and press enter | Now type cd (space) polymesh and Press Enter
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Type ls | Now type ls and press enter |
You can see the blockMeshDict | |
Type gedit blockMeshDict and press enter | To view the file type gedit blockMeshDict
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This will Open up the blockMeshDict file
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In blockMeshDict file | This contains :
-blocking and meshing parameters -and boundary patches. |
No patches and arcs in the geometry | Since there are arcs as well as no patches to be merged
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Now close this | |
Terminal type cd .. and do this twice | In the command terminal type : cd (space) .. (dot) (dot) |
you will come back to the cavity folder | |
Cd system and press enter | Now type cd (space) system and press enter, |
Type ls and press enter | Now type ls and press enter
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ControlDict
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controlDict contains control parameters for start/end time.
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Type cd .. and press enter | Now again type cd (space) (dot dot) . . and press enter |
Cd 0 and press enter | Now type cd ( space ) 0 (zero) and Press enter |
Now type ls and press enter | |
Initial values for bounary | This contains the initial values for boundary conditions like
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Type cd .. | Type cd ( space ) (dot dot) . . to return to the cavity folder |
Mesh the geometry | Now we need to mesh the geometry
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Mesh the geometry by typing blockMesh in the terminal. | |
In terminal type blockMesh and press enter | Now type blockMesh (Note that M and D here is capital)
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Meshing is done. | |
If there is some error in the blockMesh file
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Type paraFoam and press enter | To view the geometry
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This will open the paraview window | |
Click on apply button | Now on the left hand side of the object inspector menu click on Apply. |
You can see the lid driven cavity geometry
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Check the mesh | Check the mesh by typing checkMesh in the terminal
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After the checkMesh command | you can see the the number of cells ,
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Let me switch back to the slides. | |
Slide ; icoFoam | The solver we are using here is icoFoam : |
icoFoam is a Transient solver for incompressible flow of newtonian fluids | |
Let me switch back to the terminal | |
In terminal type icoFoam and press enter | In the terminal type icoFoam
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Iterations running will be seen in the terminal window. | |
Type paraFoam and press enter
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Once the solving is done
to view the geometry and the results |
Click on APPLY | On the left hand side of object inspector menu
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Scroll down in object inspector menu | Now Scroll down the properties panel
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Check or uncheck these boxes | Check or uncheck these boxes in the mesh part
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Change from solid color to capital U
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Now after this on top of the active variable control
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VCR control on top | Now on top of the paraview window you can see the VCR control
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Final result of velocity in lid driven cavity | Now this is the final result of velocity for lid driven cavity |
Toggle on the color legend | Toggle on the color legend by clicking on
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This is the color legend for U velocity | |
Validation of result | We need to validate the results obtained
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We need to validate the result obtained
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Menu > filters > data analysis > plot over line | For this Go to Filters Menu > Data Analysis > Plot Over line |
Click on it | |
You can see the X , Y and Z axis | |
Select the X and Y axis
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Select the X & Y axis turn by turn.
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You can see the Pressure and velocity plots being plotted | |
For non-dimensional analysis | Since it is a non dimensional analysis
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PLot data Line click Y axis and apply | To do this in Plot Data click on the Y-axis
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Plot can be seen
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You can see the plot
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Give and appropriate name to your file | |
Give a name to the file
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I will give this as cavity
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Now click ok
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Go to the cavity folder in icoFoam
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Now go to the cavity folder of openfoam directory.
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Open it in Open office or LibreOffice Spreadsheet | |
Copy u0 and points 1 and save it another page of spreadsheet | In the libreoffice spreadsheet copy
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U/U and y/L | Now divide both these coloumns
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PLot the results using chart option
of spreadsheet |
Plot the results in libreoffice charts option on top of the menu bar. |
Now let me switch back to the slides | |
Slide 7 : Lid Driven Cavity (OpenFOAM) | Results obtained will be similar to this figure |
Slide 8: Ghia et al.(1982) & Fluent | Validate the result obtained on Lid Driven Cavity by : Ghia et al. (1982) and
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Slide 9
Summary |
In this tutorial we learnt how to install
File structure of Lid Driven cavity Solved lid driven cavity. Post-processing of results Validation |
Slide 10:
Assignment |
As as Assignment,
Change some parameters in the lid driven cavity
Plot the results of u/U and y/L This brings us to the end of the tutorial |
Slide 11 :
About Spoken tutorials |
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 12:
About Spoken tutorials |
The Spoken Tutorial Project Team
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Slide : Forum to answer questions | Do you have questions on THIS Spoken Tutorial?
Choose the minute and second where you have the question Explain your question briefly Someone from the FOSSEE team will answer them. Please visit http://forums.spoken-tutorial.org/ |
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Slide 13:
Acknowledgement |
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. More information on the same is available at the following URL link http://spoken-tutorial.org/NMEICT-Intro |
Slide 14:
About the contributor |
This is Rahul Joshi from IIT BOMBAY signing off.
Thanks for joining |