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'''Announcements''' - previous ones available from [[Image:Twitter-icon.png|link=http://twitter.com/modelling3e4]]
'''Announcements''' - previous ones available from [[Image:Twitter-icon.png|link=http://twitter.com/modelling3e4]]
<!-- <span style="color:red">New feature</span>: Check your grades - see permanent link further down page -->
<!-- <span style="color:red">New feature</span>: Check your grades - see permanent link further down page -->
* The [[Software tutorial | 10th part of our software tutorial]] - helps with tutorial 7, assignments 4, 5 and 6, and the take-home midterm later.  This tutorial is for you to work through on your own; it also shows how to plot splines.
* The [[Take-home_exam | take-home exam]] is available; due on the 17th, at 17:30.
* [[Assignment_5_-_2010 | Assignment 5]] has been posted - due 17 November. Late assignments will only be accepted up to 18 November (at class): because we'd like to post the solutions - you might need them for the take-home exam.
* <span style="color:red">New</span>: [[Course evaluation 2010|Feedback regarding your course evaluations]]
* [[Assignment 4 - 2010 - Solution | Solutions to assignment 4(b)]] are available.
* [[Tutorial_7_-_2010_-_Solution | Solutions to tutorial 7]] are available.
* Code for Trapezoidal method and Romberg integration [[Numerical_differentiation_and_integration | available here]].
* The [[Take-home_exam | take-home exam]] will be posted here on the 17th, at 17:30.
 
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Revision as of 21:37, 17 November 2010

Process Model Formulation and Solution: CHE 3E4


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


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

Assignments, tutorials and exams
Crystal Clear app kedit.png

Tutorials

  1. Tutorial 1 - questions and solutions
  2. Tutorial 2 - questions and solutions
  3. Tutorial 3 - questions and solutions
  4. Tutorial 4 - questions and solutions
  5. Tutorial 5 - questions and solutions
  6. Tutorial 6 - questions and solutions
  7. Tutorial 7 - questions and solutions
A self-paced software tutorial for MATLAB and Python

Assignments

  1. Process modelling - with solutions
  2. Linear algebraic equations - with solutions
  3. Nonlinear algebraic equations - with solutions
  4. Curve fitting - with solutions
  5. Numerical differentiation and integration
  6. Differential equations

Tests and exams

Check your grades


Course calendar

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