how to add a normal distribution to a figure?
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Hello
I want to creat this figure (regenrate paper)
now I got this one
how to add some normal distribution to my figure?
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Adam Danz
2020년 8월 10일
Normal distributions (I'll call them Gaussians) are defined by two parameters, as minimum: center and width (mean and std). Given an area, there are lots of (infinite?) combinations of parameters that could result in that area.
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Adam Danz
2020년 8월 5일
편집: Adam Danz
2021년 10월 25일
You can use this fully parameterized guassian function explained here
It can be simplified if you don't need the vertical offset or amp terms.
gaus = @(x,mu,sig,amp,vo)amp*exp(-(((x-mu).^2)/(2*sig.^2)))+vo;
Alternatively, since the curves you shared show square waves and gaussians, you might be looking for a higher-order Gaussian or super-Gaussian function.
supGaus = @(x, sigma, center, amplitude, k) amplitude .* exp(-((x-center).^2/(2*sigma.^2)).^k);
- x: a vector of x-values
- sigma: width parameter
- center: defines center of curve or the mean of the guassian
- amplitude: defines the height of the curve
- k: the 'shape' paramter which determines the steepness of falloff and how flat the top of the curve is. When k=1 the curve will be Gaussian. When k=inf the curve will be a step function.
x = 400:5:2100;
center = 1260;
sigma = 250;
amplitude = 60;
% showing results for various k=values defined in legend
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