Challenge

Week 6 - CHT Analysis on a Graphics card

The Geometry

This is the geometry of the graphics card which we are going to simulate. It contains three main parts

the

Base Board ( baseplate)

Fin

Processor

The Side view of the Graphics card, as you can see the green part showing is the processor and the blue part at the top is the fin, used to dissipate the heat.

For simulation purposes, we enclosed the graphics card in a box.

Meshing

Case 1

For case 1, the mesh sizing is as follows

Outer enclosure - 5mm

Baseboard - 2mm

Fin - 2mm

Processor - 1mm

Total number of elements = 83801

As you can see the element quality is good.

Fluent

In fluent, firstly enable the energy option

The Viscous model we use is K-omega

Materials

Processor - Titanium

Fin - Copper

Baseplate - Aluminium

The Inlet velocity is 1m/s.

In Cell zone we enable source term for the processor and the value fro the Energy source is 156250000 w/m^3.

Also the reference values are as follows

Now we run the simulation for 200 Iterations

Results

The Total temperature contour of the graphics card is.

Scaled residuals

The area weighted average calculated as..

Ansys Post

The Velocity plot

Velocity vector plot

The Wall Heat Flux

Temperature Contour

CASE 2

Here we refined the geometry by reducing the elemenst size

Outer enclosure = 3mm

Baseplate = 1mm

Fin = 1mm

Processor = 0.5mm

The Inlet velocity is changed to 3m/s

Results

The Total temperature contour

Scaled Residuals

Area-weighted average of temperature

Ansys Post

Velocity contour

Velocity vector

Temperature contour

Wall Adjacent Temperature

CASE 3

In case 3, we have increased the air flow velocity to 5 m/s, but the mesh size is same as the previos case.

The total temperature contour

The scaled residuals

The Area-weighted average of temperature.

Ansys Post

Velocity Contour

The temperature contour

Conclusion

As we decrease the mesh size, the accuracy of heat dussipation incresases

The hotspot of the graphics card is the main processor which has the maximum temperature

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