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These lectures are part of a multimodal CP eTextBook with interactive Python and other enhancements.

Computational Physics
Video Lectures (Flash)
for eTextBook

- mp4 (iPad) Versions (Commercial Password Required)
- Link to pdf Slides

Produced and Directed by Sally Haerer,
 © Rubin H Landau, Oregon State University
, 2013

Based on Books by Landau, Paez & Bordeianu

with Support from the National Science Foundation, CCLI-0836971

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Each video module is several hundred Meg and so may be slow to load. The links within a module are for use with the eBook.
0

Colloquium "CP: Advancing
 Physics Education "

8.1

N-D Search

10.4

FT5: DFT Aliasing

14.10

Parallel Computing

17.19

Heat, Crank-N

1.1/.3

Intro to CP

8.3

Matrix Computing (do N-D Search 1st)

10.8

FT6: Fast F Transform

14.14

HPC Exercises

18.1

String Waves

1.3/.5

Computing Basics

8.5

Interpolation

11.1

Wavelet I

14.15

HPC Exercises II

18.3

Catenary Waves

1.5/.7

Number Representations

8.8

Least Square Fitting

11.4

Wavelet II

15.1

Ising Magnets

18.5

Quant WavePackets

1.5/.7

IEEE Floating Point Numbers

9

Ordinary Diff Eqs

11.5

Wavelet III

15.7

Feynman Path I

18.9-

Fin Diff T Domain

1.5/.7 Machine Precision 9.5

 ODE Algorithms

12.1

Bugs

15.8

Feynman Path II

19.1

Shocks & Solitons

2

Errors

9.5

 ODE Lab

12.10

Chaotic Pend I

16

Molecular Dynam I

19.6

Fluid Dynamics

4

Object Oriented Progs I

9.10

 Quantum Eigenvalue

12.12

Chaotic Pend II

16

Molecular Dynam II

20.1

Integral Eqn, QM Bound

5.1

Random, Monte Carlo

9.14 Chaotic Scattering 12.14 Chaotic Pend III 17 Intro to PDEs 20.3 Integral Eqn, QM Scatter
5.3

Monte Carlo Simulate

10

FT1: Fourier  Intro

13.1

Fractals I

17.2

PDE Electrostats I

 

 

 6

Numerical Integration

10.4

FT2: Discrt Fourier Trans

13.3

Fractals II

17.4

PDE Electrostats II

 

 

7

Numeric Derivatives

10.4

FT3: DFT II

14

Hi Perform Compute

17.10

PDE, Finite Element

 

 

7.7

Trial & Error Searching

10.5

FT4: Filters for Noise

14

HPC Hardware II

17.16

PDE Heat Eqn