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SIMULATION: ANSYS Google Analytics
SIMULATION: ANSYS Google Analytics
Panel

Author: John Singleton, Cornell University

Problem Specification
1. Pre-Analysis & Start-Up
2. Geometry
3. Mesh
4. Setup (Physics)
5. Solution
6. Results
7. Verification and Validation
Exercises

5. Solution

Before we get ANSYS Mechanical to solve our boundary value problem, we have to tell it what results we would like to look at. In the solve step, ANSYS will obtain the temperature distribution in each element and from that populate the result items requested.

Temperature

...

To obtain the temperature distribution in the domain, (Right Click) Solution > Insert > Thermal > Temperature, as shown below.

Image Added

newwindow
Click Here for Higher Resolution
Click Here for Higher Resolution

https://confluence.cornell.edu/download/attachments/146918518/InsTempRes_Full.png

...



Total Heat Flux

To obtain the distribution of the total heat flux magnitude in the domain, (Right Click) Solution > Insert > Thermal > Total Heat Flux, as shown below.


Image Added

newwindow
Click Here for Higher Resolution
Click Here for Higher Resolution
https://confluence.cornell.edu/download/attachments/146918518/InsTotHeatFlux_Full.png

...



x-Directional

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Heat

...

Flux

...

To

...

obtain

...

the

...

distribution

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of

...

the

...

x-directional

...

heat

...

flux

...

in

...

the

...

domain,

...

(Right

...

Click)

...

Solution

...

>

...

Insert

...

>

...

Thermal

...

>

...

Directional

...

Heat

...

Flux

...

,

...

as

...

shown

...

below.

Image Added

newwindow
Click Here for Higher Resolution
Click Here for Higher Resolution
https://confluence.cornell.edu/download/attachments/146918518/InsDirectHeatFlux_Full.png

...



The default direction is set to x which suits us.This

...

can

...

be

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changed

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if

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necessary

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under

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the

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"Details

...

of

...

Directional

...

Heat

...

Flux"

...

table.

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Obtain

...

the

...

Numerical

...

Solution

(Click)

...

Solve

...

, Image Added. ANSYS will:

  • obtain the element matrices
  • assemble them into the global stiffness matrix
  • invert the global stiffness matrix to obtain the temperature at the nodes
  • populate the results requested from the nodal temperatures

Save

Save the project now. Do not close Mechanical.


Go to Step 6: Results

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