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Simulation of Color Noise 1.0

  Date Added: April 23, 2013  |  Visits: 209

Simulation of Color Noise

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The function essentially simulates the colored noise which essentially is a correlated process and unlike the white noise does not have flat PSD. Although white noise is a realistic process color noise seems more practical and hence it requires correct modeling and simulation. The simulation here has been done by EM(Euler-Maruyama method)The function has inputs as a, b where b dictates the intensity of white noise and N(the no. of samples which essentially defines the step size )As a word of caution one of the inputs to the function T is a scalar (not a vector) and is the upper limit of time till which computation is required. The output is W along with the time vector and one can plot %plot(t,W) to see the result.As an example: colornoise(1,1,1,1000)Here computation would be till time 1 sec and the step size 1/(R*1000). R for the EM(Euler-Maruyama method) to 4.

Requirements: No special requirements
Platforms: Matlab
Keyword: Caution Defines Dictates Intensity Limit Samples Scalar Upper Vector
Users rating: 0/10

License: Shareware Size: 10 KB
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