joebartholomew blogspot.com

Joe Bartholomew

Monday, December 29, 2014. Compound Fourier Series Surfaces. This gif demonstrates how combinations of Fourier series mathematical functions can be used to create complex animated surfaces like these. Fourier series functions create certain periodic waves such as square, triangle, sawtooth, or semicircle waves from the sum of simple sine waves. In this example a Processing. Program uses combinations of sine waves and Fourier series functions to simulate a complex undulating surface. Links to this post.

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Joe Bartholomew

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Monday, December 29, 2014. Compound Fourier Series Surfaces. This gif demonstrates how combinations of Fourier series mathematical functions can be used to create complex animated surfaces like these. Fourier series functions create certain periodic waves such as square, triangle, sawtooth, or semicircle waves from the sum of simple sine waves. In this example a Processing. Program uses combinations of sine waves and Fourier series functions to simulate a complex undulating surface. Links to this post.

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This web page joebartholomew.blogspot.com states the following, "Monday, December 29, 2014." We saw that the webpage said " This gif demonstrates how combinations of Fourier series mathematical functions can be used to create complex animated surfaces like these." It also said " Fourier series functions create certain periodic waves such as square, triangle, sawtooth, or semicircle waves from the sum of simple sine waves. In this example a Processing. Program uses combinations of sine waves and Fourier series functions to simulate a complex undulating surface."

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