Understanding Gaussian Equation - Practical Uses

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The discussion centers on understanding the Gaussian equation, specifically the Gaussian function f(x)=Ce^{-kx^2}. The original poster seeks clarification on its practical applications, particularly in the context of electrical engineering. While some participants suggest exploring parameters through graphing tools, the poster emphasizes the need for concrete examples of real-world applications. The conversation highlights the importance of specific questions in academic forums, as general inquiries may be better addressed through textbooks or online resources. Overall, the need for practical examples of the Gaussian function's use remains a key concern.
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Hi every body,

I need help how to understand the Gaussian equation.
For what we can use it i practise.
I saw it in many things used but I have a problem to understand it.

Thanks
 
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Hi,

Gauss' name was all over the place, so which equation do you mean exactly? I'm guessing you mean a gaussian function such as:

f(x)=Ce^{-kx^2}

Is that what you mean?
 
Yes it is true I'm meaning for tha function which Mr. Mattson mentioned, this is the basic gaussian function.
I tried to find the meaning in wikipedia but it was not easy, if somebody can explain it in shortly with one example.
Thank you.
 
citing wiki: "The parameter a is the height of the Gaussian peak, b is the position of the center of the peak, and c controls the width of the "bump"."

You can just play around with all these parameters in your graph-calculator or Matlab or similar.
 
Thank you, for your reply but I can understand the meaning of the variables, also I can solve the equation but my question is:
I'm an electrical engineer, and I got the meaning but not in total. I want to know with any example in practise, let say what it can describe.
 
The wiki article points out some of its uses.

You posted this in HW-help forum, do you have an exercices that you need help with?

Very general questions have their answers on the internet and/or textbooks.
 
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