Global and Local Definitions > Functions > Gaussian Pulse

Gaussian Pulse
The Gaussian Pulse function () is the common bell-shaped curve (Gaussian function). It has a shape that is similar to a Gaussian (normal) distribution. The default Function name is gp1.
The Gaussian pulse has the same characteristics as the normal distribution: it is a pulse with a shape that is similar to a normal or Gaussian distribution as a function:
In the equation above, x is the input variable, x0 is the location (mean), and σ is the standard deviation. This function is a function of one variable (the time t, for example).
Parameters
Enter a Location value for the Gaussian pulse mean x0 (the default location is 0). Enter a Standard deviation σ of the normal distribution. The default is 1.
If you have the RF Module, see Transient Modeling of a Coaxial Cable: Application Library path RF_Module/Verification_Examples/coaxial_cable_transient.
If you have the Chemical Reaction Engineering Module, see Surface Reactions in a Biosensor: Application Library path Chemical_Reaction_Engineering_Module/Reactors_with_Mass_Transfer/reacting_pillars.