Difference between revisions of "EGR 103/Fall 2015/Lab 5"

From PrattWiki
Jump to navigation Jump to search
 
Line 1: Line 1:
 +
<div class="noautonum">__TOC__</div>
 
This page is meant to serve as the basis for a self-guided tour of the various parts of Lab 5.  It will include relevant links and example for each problem.  Dr. G will also be presenting materials during the lab.
 
This page is meant to serve as the basis for a self-guided tour of the various parts of Lab 5.  It will include relevant links and example for each problem.  Dr. G will also be presenting materials during the lab.
  
== Palm 5.2 ==
+
== Typographical Errors ==
 +
None yet!
 +
 
 +
== 3.4 Assignment ==
 +
=== 3.4.1 Palm 5.2 ===
 
Pretty straightforward.  Remember to use a large number of points for finding numerical extrema and a decidedly smaller number of points for making the plot.
 
Pretty straightforward.  Remember to use a large number of points for finding numerical extrema and a decidedly smaller number of points for making the plot.
  
== Chapra 3.9 ==
+
=== 3.4.2 Palm 5.21/6.7 ===
 +
Just three different ways of looking at a data set!
 +
 
 +
=== 3.4.3 Chapra 3.9 ===
 
The core of this problem is to learn how to make a surface plot with contours.  [[MATLAB:Plotting_Surfaces]] contains a great deal of information about this process.  The <code>meshgrid</code> command is especially important.
 
The core of this problem is to learn how to make a surface plot with contours.  [[MATLAB:Plotting_Surfaces]] contains a great deal of information about this process.  The <code>meshgrid</code> command is especially important.
  
== Palm 5.30-5.32 ==
+
=== 3.4.4 Palm 5.30-5.32 ===
 
The main programming concepts here are using subplots and creating a contour plot.  More information can be found at [[MATLAB:Contour_Plots]]
 
The main programming concepts here are using subplots and creating a contour plot.  More information can be found at [[MATLAB:Contour_Plots]]
  
== Palm 5.34 ==
+
=== 3.4.5 Palm 5.34 ===
 
IBID
 
IBID
  
== Palm 4.28 ==
+
=== 3.4.6 Palm 4.28 ===
 
This problem expands on making surface plots to using 2-D matrices to solve optimization problems.  [[MATLAB:Plotting_Surfaces]] and [[MATLAB:Contour_Plots]] will be useful in making the plots.  The section [[MATLAB:Plotting_Surfaces#Finding_Minima_and_Maxima_in_2-D]] will be especially helpful in terms of finding the best location for the distribution center.
 
This problem expands on making surface plots to using 2-D matrices to solve optimization problems.  [[MATLAB:Plotting_Surfaces]] and [[MATLAB:Contour_Plots]] will be useful in making the plots.  The section [[MATLAB:Plotting_Surfaces#Finding_Minima_and_Maxima_in_2-D]] will be especially helpful in terms of finding the best location for the distribution center.

Revision as of 14:49, 21 September 2015

This page is meant to serve as the basis for a self-guided tour of the various parts of Lab 5. It will include relevant links and example for each problem. Dr. G will also be presenting materials during the lab.

Typographical Errors

None yet!

3.4 Assignment

3.4.1 Palm 5.2

Pretty straightforward. Remember to use a large number of points for finding numerical extrema and a decidedly smaller number of points for making the plot.

3.4.2 Palm 5.21/6.7

Just three different ways of looking at a data set!

3.4.3 Chapra 3.9

The core of this problem is to learn how to make a surface plot with contours. MATLAB:Plotting_Surfaces contains a great deal of information about this process. The meshgrid command is especially important.

3.4.4 Palm 5.30-5.32

The main programming concepts here are using subplots and creating a contour plot. More information can be found at MATLAB:Contour_Plots

3.4.5 Palm 5.34

IBID

3.4.6 Palm 4.28

This problem expands on making surface plots to using 2-D matrices to solve optimization problems. MATLAB:Plotting_Surfaces and MATLAB:Contour_Plots will be useful in making the plots. The section MATLAB:Plotting_Surfaces#Finding_Minima_and_Maxima_in_2-D will be especially helpful in terms of finding the best location for the distribution center.