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From Process Model Formulation and Solution: 3E4
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* <span style="color:red">Policy change</span>: for tutorials - tutorials can now be handed in at the start of class on Wednesday, for both tutorial groups.  No late hand-ins please.
* <span style="color:red">Policy change</span>: for tutorials - tutorials can now be handed in at the start of class on Wednesday, for both tutorial groups.  No late hand-ins please.
* Class notes for the 16th [[Modelling and scientific computing|are posted]]
* Class notes for the 16th [[Modelling and scientific computing|are posted]]
* Note: The Python(x,y) software will be available in BSB labs from Saturday, 18 September.
* Note: The Python(x,y) software will be available in BSB labs from Saturday, 18 September. So you can solved tutorials in either MATLAB or Python.
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Revision as of 23:54, 15 September 2010

Process Model Formulation and Solution: CHE 3E4


Administrative
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Announcements - previous ones available from Twitter-icon.png

  • Mac and Linux users: installation notes are available (scroll to the bottom of the page)
  • Policy change: for tutorials - tutorials can now be handed in at the start of class on Wednesday, for both tutorial groups. No late hand-ins please.
  • Class notes for the 16th are posted
  • Note: The Python(x,y) software will be available in BSB labs from Saturday, 18 September. So you can solved tutorials in either MATLAB or Python.
Class materials
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  1. Modelling and scientific computing
  2. Linear algebraic equations
  3. Nonlinear algebraic equations
  4. Curve fitting
  5. Numerical differentiation and integration
  6. Ordinary differential equations

     Supplementary readings
     Corrections to PDF versions of course notes


Assignments, tutorials and exams
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Tutorials

  1. Tutorial 1: 14 and 15 September
  2. Tutorial 2: 21 and 22 September
  3. Tutorial 3: 28 and 29 September

Assignments

  1. Chemical engineering process modelling
  2. Linear algebraic equations
  3. Nonlinear algebraic equations
  4. Curve fitting
  5. Numerical differentiation and integration
  6. Differential equations
Course calendar

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