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Numerical Analysis II | Numerically Analyzing

Numerically Analyzing

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Numerical Analysis II | Numerically Analyzing | nanalysis.wordpress.com Reviews
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Numerical Analysis II | Numerically Analyzing | nanalysis.wordpress.com Reviews

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Numerically Analyzing

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1

MatLab Code | Numerical Analysis II

https://nanalysis.wordpress.com/taylor-with-order-3/matlab-code

As promised, here is the code. Keep in mind the “%” are for comments. Hopefully they’ll help guide you through the code. Use f1, f2, f3 in Taylor expansion. Z = cos(x 3). U = (pi 2)sin(x/pi). Delta t will be universally set to 0.01. T = 0:0.1:2;. Y = zeros(1, length(t) ;. Z = zeros(1, length(t) ;. U = zeros(1, length(t) ;. Y(1) = 1;. Z(1) = 1;. U(1) = 1;. Calculations for y in Taylor Series to the Third Order. For i = 2:length(t). Plot(t,y,’-*r’);. Calculations for z in Taylor Series to the Third Order.

2

Taylor with Order 3 | Numerical Analysis II

https://nanalysis.wordpress.com/taylor-with-order-3

Taylor with Order 3. In class, I used three equations and created a Taylor Series with order 3. The MatLab code for it is quite lengthy and because of the simple equation I used for. The graph has three unique line plots. The line for. Will converge to zero over time. Our. Value will have a slight and stead increase, and. Will have a larger, increasing slope. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public).

3

Leap Frog was fun as a kid | Numerical Analysis II

https://nanalysis.wordpress.com/leap-frog-was-fun-as-a-kid

Leap Frog was fun as a kid. Unfortunately, it’s not so much fun now because there is a scheme behind it. In a packet handed out to us, there is an example problem called the Leap-Frog scheme. Here’s what it looks like:. Now, we’re supposed to code it. I did some playing around and got the following equation:. The code I used is identical to the code we used for Heat. However, I’ve been getting some errors. Instead of. But the errors persisted. The error I’m getting is the values for. FinalN = 1./dt;.

4

P.D.E.’s | Numerical Analysis II

https://nanalysis.wordpress.com/pdes

This week we started our conversation on Partial Differential Equations. Here are the notes and codes we developed in class. With the initial condition of. These can be changed. We get this by separation of variables. Now, set them equal to each other. And then bring like terms to the same side. Set both to a constant and work it out from there. We’ll start with. Now we have to look at 3 different possibilities. Is a real number. The first situation would imply. And now the third,. Enter your comment here.

5

Code Work for Stuff | Numerical Analysis II

https://nanalysis.wordpress.com/code-work-for-stuff

Code Work for Stuff. On Thursday (04/07/09), Alpha was in class and went over some code for MatLab for Forward/Backward Euler and then Crank Nicholson. In the two sub-pages under this page will be the three programming codes he did in class. I’ll make sure to add all the comments to clear up as much confusion as possible. I’ll try to include the graphs that came from them as well. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:.

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Numerical Analysis II | Numerically Analyzing

April 16, 2009. You will notice to the right, the pages are reorganized. I set them up from oldest to newest. Now, all new pages will be posted at the end of the list. April 14, 2009. The work we went over Thursday is posted on the right, under the page “Code Work for Stuff”. Please read “Forward/Backward Euler” first, then “Crank-Nicholson”. I wish wordpress didn’t post alphabetically. I’ll see if there is a setting to change that. Enjoy! Look to the right! April 7, 2009. April 2, 2009. March 5, 2009.

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