Difference between revisions of "User:Moepharaoh"
Jump to navigation
Jump to search
Moepharaoh (talk | contribs) |
Moepharaoh (talk | contribs) |
||
(2 intermediate revisions by the same user not shown) | |||
Line 1: | Line 1: | ||
− | My name is Mohamed Ahmed but I go by Moe. I'm currently a freshman at Duke University. I'm studying engineering and intend on majoring in Electrical and Computer Engineering. My favorite thing to do outside of academics is | + | ==About Me== |
+ | My name is Mohamed Ahmed but I go by Moe. I'm currently a freshman at Duke University. I'm studying engineering and intend on majoring in Electrical and Computer Engineering. My favorite thing to do outside of academics is play basketball. | ||
+ | ==Grand Challenges for Engineering== | ||
[http://eandt.theiet.org/magazine/2008/20/fragile-web-0820.cfm Fragile web], David Sandham, The Institution of Engineering and Technology, updated 22 November 2008, accessed 13 September 2014 (Grand Challenge) | [http://eandt.theiet.org/magazine/2008/20/fragile-web-0820.cfm Fragile web], David Sandham, The Institution of Engineering and Technology, updated 22 November 2008, accessed 13 September 2014 (Grand Challenge) | ||
+ | |||
+ | ==Favorite Demonstration== | ||
+ | My favorite demonstration is the "viewing a penny" demonstration. This demonstration shows a combination of contour, pseudocolor and surface plots and how to utilize this combination of plots to create a 3D penny in MATLAB. |
Latest revision as of 05:47, 14 September 2014
About Me
My name is Mohamed Ahmed but I go by Moe. I'm currently a freshman at Duke University. I'm studying engineering and intend on majoring in Electrical and Computer Engineering. My favorite thing to do outside of academics is play basketball.
Grand Challenges for Engineering
Fragile web, David Sandham, The Institution of Engineering and Technology, updated 22 November 2008, accessed 13 September 2014 (Grand Challenge)
Favorite Demonstration
My favorite demonstration is the "viewing a penny" demonstration. This demonstration shows a combination of contour, pseudocolor and surface plots and how to utilize this combination of plots to create a 3D penny in MATLAB.