Difference between revisions of "Linear programming"

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== References ==
== References ==


Please use these references to read ahead, or for extra background reading on membranes.
Dr. Marlin has made a [[Media:4G3-Linear-Programming-Notes-Thomas-Marlin.pdf |great, short e-book on Linear Programming]]. You will find reading his notes very rewarding, and a great supplement to the class lectures.
 
* Ghosh, R. "Principles of Bioseparations Engineering", Chapter 11, [http://catalogue.mcmaster.ca/catalogue/Record/1405538 McMaster] (reserve)
* Geankoplis, C.J. "Transport Processes and Separation Process Principles", Chapter 13 in 3rd and 4th edition, [http://catalogue.mcmaster.ca/catalogue/Record/1219775 McMaster Libraries] (reserve)
* Seader, Henley and Roper, "Separation Process Principles", Chapter 14 in 2nd and 3rd edition [http://catalogue.mcmaster.ca/catalogue/Record/1270236 McMaster Libraries] (reserve)
* Richardson and Harker, "Chemical Engineering, Volume 2", 5th edition, Chapter 8 [http://books.google.ca/books/about/Coulson_and_Richardson_s_Chemical_Engine.html?id=ottGCe1CDUoC ebook]
* Perry's Chemical Engineers' Handbook, Chapter 20.4, [http://accessengineeringlibrary.com/browse/perrys-chemical-engineers-handbook-eighth-edition/p200139d899720_36001 Direct link] (McMaster subscription)
* Schweitzer, "Handbook of Separation Techniques for Chemical Engineers", Chapter 2.1, [http://catalogue.mcmaster.ca/catalogue/Record/1156427 McMaster library]
* Wankat, "Separation Process Engineering", 2nd edition, chapter 16 [http://catalogue.mcmaster.ca/catalogue/Record/1444655 McMaster library]
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== Resources ==
== Resources ==

Revision as of 18:12, 12 January 2015

Class date(s): 07 January 2015
Download video: Link [610 M]

References

Dr. Marlin has made a great, short e-book on Linear Programming. You will find reading his notes very rewarding, and a great supplement to the class lectures.

Resources

Scroll down, if necessary, to see the resources.

Date Class number Topic Slides/handouts for class Video file References and Notes
07 January 01B
  • Degrees of freedom
  • Terminology related to optimization
  • Introductory linear programming problem

Handout from class

Video
12 January 02A
  • More terminology related to optimization
  • Continue with our introductory LP problem
  • Geometric aspects of the optimum
  • Moving LP problems into standard form

Handout from class


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