Difference between revisions of "User:Hvs3"
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My name is Harsh Sharma and I am a member of the Duke University Class of 2018. I'm currently majoring in mechanical engineering with a minor in finance. | My name is Harsh Sharma and I am a member of the Duke University Class of 2018. I'm currently majoring in mechanical engineering with a minor in finance. | ||
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| + | == Grand Challenges for Engineering == | ||
[http://www.cnn.com/2008/LIVING/wayoflife/03/12/cars.of.future/index.html?iref=newssearch 5 Things Your Car Will Finally Do in 2020], John Brandon, CNN, updated 12 March 2008, accessed 13 September 2014 (Restore and Improve Urban Infrastructure) | [http://www.cnn.com/2008/LIVING/wayoflife/03/12/cars.of.future/index.html?iref=newssearch 5 Things Your Car Will Finally Do in 2020], John Brandon, CNN, updated 12 March 2008, accessed 13 September 2014 (Restore and Improve Urban Infrastructure) | ||
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| + | == MATLAB Demonstrations == | ||
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| + | I found the "Viewing a Penny" very interesting. It was intriguing how MATLAB was able to represent the surface of a penny using topography. Also, I was interested by the color choice of the psuedocolor plot that showed the penny in colors proportional to the height of the surface of the penny at the point. Finally, it was really fascinating to see the penny represented on a copper, 3D surface plot with the Laplacian lighting model. | ||
Revision as of 21:26, 13 September 2014
My name is Harsh Sharma and I am a member of the Duke University Class of 2018. I'm currently majoring in mechanical engineering with a minor in finance.
Grand Challenges for Engineering
5 Things Your Car Will Finally Do in 2020, John Brandon, CNN, updated 12 March 2008, accessed 13 September 2014 (Restore and Improve Urban Infrastructure)
MATLAB Demonstrations
I found the "Viewing a Penny" very interesting. It was intriguing how MATLAB was able to represent the surface of a penny using topography. Also, I was interested by the color choice of the psuedocolor plot that showed the penny in colors proportional to the height of the surface of the penny at the point. Finally, it was really fascinating to see the penny represented on a copper, 3D surface plot with the Laplacian lighting model.
