Line Spatial Fourier Transforms

Line Spatial Fourier Transforms allows the creation of a matrix of energy densities dependent on wavenumber and frequency along a line probe.

These data set functions map signals from the spatial and frequency domains to wavenumber and frequency domains.

G(x̲;t)F(k̲;ω)
Choosing this type of data set function creates an F(G(l)) node in the object tree, which has properties and is subject to common menu items.

Line Spatial Fourier Transform Properties

Start Signal

The start length for the length sampling of this object.

End Signal

The end length for the length sampling for this object.

Clicking the property customizer button activates a property customizer that lets you specify both the time value and the appropriate length units. If you have multiple data set functions, you can vary the settings of this property to sample multiple length intervals from the simulation run.

Padding Factor

Specifies the degree by which the signal is zero-padded. The factor is a proportion of the original signal strength.

Window Function

Specifies the window function applied to the FT. The window function makes the signal periodic: it is guaranteed to be zero at both start and end. For most cases, apply a window function to a signal before applying an FT for best results. Available options:
  • None: This default setting leaves the data set function without a window function until you select one of the other options in this list.
  • Hamming: See Eqn. (543).
  • Hann (Hanning): See Eqn. (544).
  • Bartlett: See Eqn. (545).
  • Blackman: See Eqn. (546).