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Subtitles can be turned off by clicking CC. C. J. Chapman (University of Keele) The finite product method in approximation theory, and some applications
Publisher
Liam Holligan Licence Type
All rights reserved Language
English Date Created
October 7th, 2021
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Distortion , Signals and Signal Processing
Course Code
SCEE08011 Publisher
Alan Murray Licence Type
All rights reserved The University of Edinburgh Language
English Date Created
March 30th, 2021
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Describing signals - audio example
Course Code
SCEE08011 Publisher
Alan Murray Licence Type
All rights reserved The University of Edinburgh Language
English Date Created
March 11th, 2021
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Getting information from messy signals - Signal Processing
Course Code
SCEE08011 Publisher
Alan Murray Licence Type
All rights reserved The University of Edinburgh Language
English Date Created
March 11th, 2021
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This Topic considers how to plot the Spectrum of a periodic signal, by
plotting the complex Fourier coefficient against frequency of the
corresponding complex phasor. This Topic considers a very…
Course Code
ELEE08021 Licence Type
All rights reserved Date Created
February 1st, 2021
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Step by step example solving the Laplace equation on a circle where the upper half of the circle is held at a high temperature while the lower half is held at a low temperature.
Course Code
SCEE09004 Publisher
Daniel Friedrich Licence Type
Creative Commons - Attribution Language
English Date Created
January 27th, 2021
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Example video for Poisson's equation
Course Code
SCEE09004 Publisher
Daniel Friedrich Licence Type
Creative Commons - Attribution Language
English Date Created
January 23rd, 2021
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This video introduces Poisson's equation which is the Laplace equation with a non-zero right hand side.
Course Code
SCEE09004 Publisher
Daniel Friedrich Licence Type
Creative Commons - Attribution Language
English Date Created
January 23rd, 2021
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This Topic motivates the reasons for developing the complex Fourier
series, with the aim of working towards the generalisation of
spectral analysis methods with Fourier transforms. The Topic then…
Course Code
ELEE08021 Licence Type
All rights reserved Date Created
January 24th, 2021
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This video show how we can use the method of separation of variables together with the Fourier series to find the solution of the Laplace equation. A brief recap of the Fourier series is given at the…
Course Code
SCEE09004 Publisher
Daniel Friedrich Licence Type
Creative Commons - Attribution Language
English Date Created
January 8th, 2021
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This video discusses even and odd functions and how this can be used to simplify the calculation of the Fourier series coefficients.
Course Code
SCEE08009 Publisher
Daniel Friedrich Licence Type
Creative Commons - Attribution Language
English Date Created
October 17th, 2020
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This video uses the orthogonality of the trigonometric functions to derive and prove the Fourier series coefficients.
Course Code
SCEE08009 Publisher
Daniel Friedrich Licence Type
Creative Commons - Attribution Language
English Date Created
October 17th, 2020
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This video discusses the orthogonality of the trigonometric functions.
Course Code
SCEE08009 Publisher
Daniel Friedrich Licence Type
Creative Commons - Attribution Language
English Date Created
October 17th, 2020
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In this video, the probability transformation rule is used to show that
the Box-Muller transformation can convert two uniform random variables
into two independent Gaussian random variables.…
Course Code
PGEE11164 Licence Type
All rights reserved Date Created
October 3rd, 2020
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This video extends the probability transformation rule from the
scalar case to the vector case for vector functions of random vectors.
The video discusses how the Jacobian determinant needs to be…
Course Code
PGEE11164 Licence Type
All rights reserved Date Created
September 27th, 2020
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Here we look at how the the same (or a very similar) differential equation applies to several different engineering problems. We consider cantilevers, pendulums and a floating buoy.
Course Code
SCEE08009 Licence Type
Creative Commons - Attribution Language
English Date Created
July 10th, 2020
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