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Evolution of the Surface Temperature (Without cooling) - Gaussian Fit

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Evolution of the Surface Temperature (Without cooling) - Gaussian Fit Empty Evolution of the Surface Temperature (Without cooling) - Gaussian Fit

Post  Alessandro Fri May 15, 2009 9:37 pm

Evolution of temperature in 2D and 3D:

Evolution of the Surface Temperature (Without cooling) - Gaussian Fit Andamt10

The 3D graph includes the depth.
This evolution is produced only by the Laser incident.

Graph, and used FIT Formula:

Evolution of the Surface Temperature (Without cooling) - Gaussian Fit Grafic10

The FIT formula used is the most compatible for optimization of the FIT:

Evolution of the Surface Temperature (Without cooling) - Gaussian Fit Goodne11

Coefficients estimated by the FIT:

Evolution of the Surface Temperature (Without cooling) - Gaussian Fit Coeffi10

Conclusions and observations:
-
The gaussian FIT, for this curve, it was necessary;
- The FIT formula is perfect for this curve;
- The Goodness of FIT are good.

Next steps:
- Optimize the cooling system to get a curve like working without Lasers;
- Gaussian FIT of the curve obtained from the cooling system (without Laser)
- If the two FIT are similar, then compare the two curves.
Alessandro
Alessandro

Posts : 42
Join date : 2008-12-11
Location : Roma

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