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Waves in Complex Continua (Wavinar) - C. J. Chapman

Subtitles can be turned off by clicking CC. C. J. Chapman (University of Keele) The finite product method in approximation theory, and some applications

From  Liam Holligan 0 likes 7 plays 0  

Signals - DISTORTION!

Distortion , Signals and Signal Processing

From  Alan Murray 0 likes 26 plays 0  

Describing signals - audio example

Describing signals - audio example

From  Alan Murray 0 likes 32 plays 0  

Getting information from messy signals - Signal Processing

Getting information from messy signals - Signal Processing

From  Alan Murray 0 likes 35 plays 0  

Fourier series Week 2 Part 1: Even and odd functions

This video discusses even and odd functions and how this can be used to simplify the calculation of the Fourier series coefficients.

From  Daniel Friedrich 0 likes 678 plays 0  

Fourier series Week 1 Part 5: Prove the Fourier coefficients

This video uses the orthogonality of the trigonometric functions to derive and prove the Fourier series coefficients.

From  Daniel Friedrich 0 likes 583 plays 0  

Fourier series Week 1 Part 4: Orthogonality

This video discusses the orthogonality of the trigonometric functions.

From  Daniel Friedrich 0 likes 608 plays 0  

Topic 32: Generating Gaussian Samples (PETARS, Chapter 5)

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.…

From  James Hopgood 0 likes 130 plays 0  

Topic 31: Probability Transformation Rule for Random Vectors (PETARS, Chapter 5)

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…

From  James Hopgood 0 likes 157 plays 0  

Lecture 6 Part 1: Applications of Differential Equations - undamped oscillators

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.

From  David Ingram 0 likes 461 plays 0  

Lecture 5 Part 3: Oscillators

Here we look at some more general oscillators and their phase portraits and consider how plotting vector plots can be useful for understanding autonomous systems.

From  David Ingram 0 likes 530 plays 0  

Lecture 4 Part 4: Methods for real engineering problems

In the last part of the lecture we look at real numerical methods that can be used for real engineering problems. Looking briefly at Runge-Kutta methods and an application modelling methane-air…

From  David Ingram 0 likes 18 plays 0  

Lecture 3 Part 3: But there's no solution...

What happens when the method in the first part of the lecture fails. We look at why and find a way of dealing with the problem.

From  David Ingram 0 likes 5 plays 0  

Lecture 3 Part 1: Solution of inhomogeneous, linear, differential equations.

In this lecture we extend the ideas in lecture 2 to allow us to solve inhomogeneous equations.

From  David Ingram 0 likes 16 plays 0  

Representing Music with Fourier Coefficients

Representing Music with Fourier Coefficients

From  Nigel Goddard 1 likes 2,478 plays 0