Practical Numerical Analysis (2022-23)

Section outline

• Select section General

  General

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  • Select activity Announcements- MMSC MSc students SUBMISSION DEADLINE: Tuesdays 12.00pm Weeks 2, 3, 4, 5

    

    Announcements- MMSC MSc students SUBMISSION DEADLINE: Tuesdays 12.00pm Weeks 2, 3, 4, 5 Forum
• Select section Course Materials

  Course Materials

  • Select activity Sheet 1

    

    Sheet 1 Assignment

    Root-finding. The material for this sheet is contained in Lecture 1: Rootfinding.
    

  • Select activity Sheet 2

    

    Sheet 2 Assignment

    The \(\theta\)-method for initial value ODE problems. The material for this sheet is contained in Lecture 2: Initial Value Problems: ODEs.
    

  • Select activity Sheet 3

    

    Sheet 3 Assignment

    Runge-Kutta schemes for initial value ODE problems. The material for this sheet is contained in Lecture 3: Initial Value Problems: ODEs (question 1) and the first half of Lecture 4: Initial Value Problems: ODEs (question 2).
    

  • Select activity Sheet 4

    

    Sheet 4 Assignment

    Linear Multistep Methods. The material for this sheet is contained in the second half of Lecture 4: Initial Value Problems: ODEs.
    

    
    

  • Select activity Publish guide (m file)

    

    Publish guide (m file)
  • Select activity Publish guide (pdf file)

    

    Publish guide (pdf file)
  • Select activity Introduction to Practical Numerical Analysis

    

    Introduction to Practical Numerical Analysis File
  • Select activity Lecture 1: Rootfinding

    

    Lecture 1: Rootfinding File
  • Select activity Lecture 2: Initial Value Problems: ODEs

    

    Lecture 2: Initial Value Problems: ODEs File

    The \(\theta\)-method for solving initial value ODE problems.
    

  • Select activity Lecture 3: Initial Value Problems: ODEs

    

    Lecture 3: Initial Value Problems: ODEs File

    Runge-Kutta schemes for solving ODE initial value problems.
    

  • Select activity Lecture 4: Initial Value Problems: ODEs

    

    Lecture 4: Initial Value Problems: ODEs File

    Adaptive Runge-Kutta schemes and linear multistep methods
    

  • Select activity Lecture 5: 1D Parabolic PDEs: Finite Difference Methods

    

    Lecture 5: 1D Parabolic PDEs: Finite Difference Methods File