How to Create Basic Waveform Functions in MatLab?

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In summary, the user is new to the forum and is seeking help with creating a unit step function, triangle function, rectangle function, and saw function in MatLab. They also need to find the Fourier series and transforms of these functions. The conversation mentions using for loops, concatenation, and convolution to create these functions. The user also mentions using the FFT routine in MatLab and suggests using the signal processing toolbox or the "zeros" and "ones" functions if it is not available.
  • #1
olen501
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Hey I'm new to this forum and I need some MatLab help. I need to make a unit step function , a triangle function, a rectangle function, and a saw function. How can I do that in MatLab? After that I need to find the Fourier series and transforms of those. Can anyone help me out?
 
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  • #2
The unit step function is just a series of 0's and 1's. That is easily written either using a for loop, or concantenating two vectors together, almost the same thing for the rectangle function. Now the triangle function can either be written as a function, or more elegantly as the convolution of two rectangle functions. The saw-tooth is just a finite linear line concantinated with itself a bunch of times.

As for the FFt's of these, they are very simple, Matlab has an FFT routine, just type in A =FFT(B) and they pop right out. If the input vectors are not powers of two long, there is another function, look in the help file, it is very very helpful, more so than any I have ever seen.
 
  • #3
In the signal processing toolbox there are functions called "sawtooth" and "square" that generate certain waveforms. If you wanted to code your own or if you don't have the signal processing toolbox, you might look into using the functions "zeros" and "ones."
 

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