Difference between revisions of "User:Arc32"

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=='''Abby Carignan'''==
 
=='''Abby Carignan'''==
  
==='''About Me'''===
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==='''Name Pronunciation'''===
I'm in the Class of 2015--yay! I'm from New York City. I'm probably taking one of the most "unique" writing 20 classes at Duke--the Science of Head Lice Removal.  
+
Abby Carignan. Abby is pronounced "Ah-bee"--as if you combined the words apple and bee. My last name is pronounced rather phenetically--"Cuh-rig-nin" with the stress on the rig (but not too strongly...)
 +
 
 +
===Grand Challenges of Engineering===
 +
[http://news.bbc.co.uk/2/hi/7512672.stm UN in call for basic sanitation] , BBC Mobile News, updated July 17, 2008, accessed September 17, 2011 (Provide access to clean water)
 +
 
 +
=='''Favorite Demonstration'''==
 +
My favorite demo is "Viewing a Penny". I think it's really cool that you can use MATLAB to graph different curves and create a complicated graphic that is so accurate.
 +
 
 +
 
 +
tester code by Behringer for physics 61
 +
 
 +
 
 +
function drag(v,tf,muin)
 +
global m g mu
 +
    h0 = 0;          % initial height in m
 +
    v0 = v;          % initial velocity up in m/s
 +
    m = 1;          % mass in kg
 +
    g  = 9.81;      % acceleration due to gravity in m/s/s
 +
 
 +
    mu = muin;      % set global drag coefficient from input
 +
 
 +
    tspan = [0 tf];  % time span in seconds
 +
    y0=[h0;v0];
  
==='''Name Pronunciation'''===
+
    % Controls for ODE solver.  Use ode45 for matlab, ode54 for octave with
Abby Carignan. My last name technically is French, but my family pronounces it in an Americanized way. Abby is pronounced "Ah-bee"--as if you combined the words apple and bee. My last name is pronounced rather phenetically--"Cuh-rig-nin" with the stress on the rig (but not too strongly...)
+
    % odepkg installed.
 +
    options = odeset('RelTol',1e-6,'AbsTol',1e-6,'InitialStep',0.1,'MaxStep',0.1);
 +
    % [t,y]=ode54(@eom,tspan,y0,options);
 +
    [t,y]=ode45(@eom,tspan,y0,options);
 +
 
 +
    figure(1);
 +
    clf;
 +
    hold on;
 +
    % draw x-axis for reference.
 +
    plot(t,zeros(length(t)),'k');
 +
    % plot y(t)
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    plot(t,y(:,1),'g');
 +
    % Mark at t = 4 as "target".
 +
    tt = 4.*ones(2);
 +
    ty = [0 1];
 +
    plot(tt,ty,'-k');
 +
    % labels, legend.
 +
    xlabel('Time (s)');
 +
    ylabel('Height (m)');
 +
    legend('Ball','(Surface of Earth)',0);
 +
    title('Height of Ball vs. Time');
 +
    hold off;
  
 +
% This equation of motion is appropriate for a turbulent drag force of
 +
% F = - mu v^2, formulated in such a way that it always opposes the
 +
% direction of v.
 +
function dydt=eom(t,y)
 +
global m g mu
  
===Grand Challenges of Engineering===
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dydt=[y(2)
[http://news.bbc.co.uk/2/hi/7512672.stm UN in Call for Basic Sanitation] , BBC Mobile News, updated July 17, 2008, accessed September 17, 2011.
+
      -g - mu*y(2)*abs(y(2))];

Latest revision as of 04:01, 29 February 2012

Abby Carignan

Name Pronunciation

Abby Carignan. Abby is pronounced "Ah-bee"--as if you combined the words apple and bee. My last name is pronounced rather phenetically--"Cuh-rig-nin" with the stress on the rig (but not too strongly...)

Grand Challenges of Engineering

UN in call for basic sanitation , BBC Mobile News, updated July 17, 2008, accessed September 17, 2011 (Provide access to clean water)

Favorite Demonstration

My favorite demo is "Viewing a Penny". I think it's really cool that you can use MATLAB to graph different curves and create a complicated graphic that is so accurate.


tester code by Behringer for physics 61


function drag(v,tf,muin) global m g mu

   h0 = 0;          % initial height in m
   v0 = v;          % initial velocity up in m/s
   m  = 1;          % mass in kg 
   g  = 9.81;       % acceleration due to gravity in m/s/s
   mu = muin;       % set global drag coefficient from input
   tspan = [0 tf];  % time span in seconds
   y0=[h0;v0];
   % Controls for ODE solver.  Use ode45 for matlab, ode54 for octave with
   % odepkg installed.
   options = odeset('RelTol',1e-6,'AbsTol',1e-6,'InitialStep',0.1,'MaxStep',0.1);
   % [t,y]=ode54(@eom,tspan,y0,options);
   [t,y]=ode45(@eom,tspan,y0,options);
  
   figure(1);
   clf;
   hold on;
   % draw x-axis for reference.
   plot(t,zeros(length(t)),'k');
   % plot y(t)
   plot(t,y(:,1),'g');
   % Mark at t = 4 as "target".
   tt = 4.*ones(2);
   ty = [0 1];
   plot(tt,ty,'-k');
   % labels, legend.
   xlabel('Time (s)');
   ylabel('Height (m)');
   legend('Ball','(Surface of Earth)',0);
   title('Height of Ball vs. Time');
   hold off;

% This equation of motion is appropriate for a turbulent drag force of % F = - mu v^2, formulated in such a way that it always opposes the % direction of v. function dydt=eom(t,y) global m g mu

dydt=[y(2)

     -g - mu*y(2)*abs(y(2))];