Difference between revisions of "User:Jsj18"

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== About Me ==
 
== About Me ==
  
Hi there. I like long walks on the beach and romantic candlelight dinners. I want to live in a McMansion in a small suburban town, own a yellow lab, a white picket fence, and have 2.5 children.
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I am currently a sophomore in the Pratt School of Engineering at Duke University. I am majoring in ECE and CS with a minor in Japanese language. I am also currently a TA for EGR103.
  
 
== My Name ==
 
== My Name ==
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== MATLAB Demonstrations ==
 
== MATLAB Demonstrations ==
  
My favorite MATLAB demonstration is 3-D Drawing, where you plot a 2-D outline that is mirrored across a vertical axis and the outline is then revolved around an axis to create a surface of revolution. It showcases just one of MATLAB's unique functions of making 3-D visualizations, and it is quite fun to watch my random assortment of lines come together into a pretty blue vase.
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My favorite MATLAB demonstration is 3-D Drawing, where you plot a 2-D outline that is mirrored across a vertical axis and the outline is then revolved around an axis to create a surface of revolution. It showcases just one of MATLAB's unique functions in making 3-D visualizations, and it is quite fun to watch my random assortment of lines come together into a pretty blue vase.

Latest revision as of 17:57, 14 September 2013

About Me

I am currently a sophomore in the Pratt School of Engineering at Duke University. I am majoring in ECE and CS with a minor in Japanese language. I am also currently a TA for EGR103.

My Name

Jennie Ju (JEH-nee JOO)

Grand Challenges of Engineering

Virtual Reality Contact Lenses Could Be Available by 2014 , Charles Q. Choi , Scientific American , Created 2 February 2012 , 4 September 2012 (Enhance Virtual Reality)

MATLAB Demonstrations

My favorite MATLAB demonstration is 3-D Drawing, where you plot a 2-D outline that is mirrored across a vertical axis and the outline is then revolved around an axis to create a surface of revolution. It showcases just one of MATLAB's unique functions in making 3-D visualizations, and it is quite fun to watch my random assortment of lines come together into a pretty blue vase.