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Quantum Mechanics (16 Parts)

Synopsis
Part 1 (1978): A ‘meditation’ on the meaning of De Broglie waves.
Part 2 (1978): A ‘meditation’ on the meaning of the Heisenberg uncertainty principle.
Part 3 (1975): A straightforward solution of a rectangular barrier.
Parts 4-7 (1978): Elementary treatment of one- and three-dimensional infinite rectangular wells, a one-dimensional finite rectangular well and a spherical finite well.
Part 8 (1975): A very detailed treatment of the solution of the hydrogen atom, using a minimum of mathematical assumptions.
Part 10 (1975): Solution of the one-dimensional Schrödinger equation by method of series.
Part 11 (1975): Solution of the one-dimensional Schrödinger equation by the operator method.
Parts 12-16 (1976): An elementary treatment of different forms of perturbation theory.
Part 17 (1976): A perturbation treatment.
Language
English
Country
Great Britain
Medium
Audio; Audiocassette. 16 x 7-27 min.
Year of production
1978
Availability
Sale
Documentation
Accompanying instructional booklet.
Uses
1st to 3rd-year physics students.
Subjects
Physics
Keywords
de Broglie relationship; perturbation theory; polarisation; quantum mechanics; Schrödinger’s equation; wave mechanics; waves

Credits

Producer
Michael Bowen
Writer
J Hough
Cast
J Hough 

Sections

Title
De Broglie waves
Synopsis
Part 1 (1978): A 'meditation' on the meaning of De Broglie waves.

Title
Uncertainty principle
Synopsis
Part 2 (1978): A 'meditation' on the meaning of the Heisenberg uncertainty principle.

Title
One-dimensional potential barrier, The
Synopsis
Part 3 (1975): A straightforward solution of a rectangular barrier.

Title
One-dimensional infinite potential well, The
Synopsis
Part 8 (1975): A very detailed treatment of the solution of the hydrogen atom, using a minimum of mathematical assumptions.

Title
One-dimensional finite potential well, The
Synopsis
Part 10 (1975): Solution of the one-dimensional Schrödinger equation by method of series.

Title
Three-dimensional infinite potential well, The
Synopsis
Part 11 (1975): Solution of the one-dimensional Schrödinger equation by the operator method.

Title
Three-dimensional potential well, The: spherical symmetry
Synopsis
Part 17 (1976): A perturbation treatment.

Title
Schrödinger equation, The: the hydrogen atom (8 units)

Title
Harmonic oscillator, The: solution by series

Title
Harmonic oscillator, The: operator solution

Title
Perturbation theory: Eigen solutions

Title
Perturbation theory: general principles

Title
Perturbation theory: non-degenerate time independent

Title
Perturbation theory 1

Title
Quantum theory of polarisation, The

Production Company

Name

University of Hull Audio Visual Centre

Sponsor

Name

University of Hull, Department of Physics

Distributor

Name

University of Hull Audio Visual Centre

Phone
0482 465153
Address
HULL
HU6 7RX

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