The Dirac delta function is not a function in the traditional sense, so it is not possible to define it in the usual way. However, it can be represented numerically as an approximation. One common approach is to define a pulse or bump function that is very narrow, but very tall, and has an area of 1. In MATLAB, this can be accomplished with the dirac
function from the Signal Processing Toolbox.
Here is an example of how to create a delta function in MATLAB using the dirac
function:
main.m373 chars18 lines
This code creates a time axis from -1 to 1 with 1000 points, which is used to create the delta function using the dirac
function. The resulting function is then plotted using the plot
function.
Note that the dirac
function returns a vector of zeros with a single non-zero value at the specified location(s), which in this case is t=0.0. If you need to create a delta function that is centered at a different value, you can shift the time axis accordingly.
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