Owning Palette: Elliptic & Parabolic Functions VIs
Requires: Full Development System
Computes the parabolic cylinder, or Weber, function.

  Add to the block diagram | 
  Find on the palette | 
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x is the input argument. If x is negative, the VI uses the absolute value of x. | 
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v specifies the order of the parabolic cylinder function. | 
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Dv(x) returns the value of the parabolic cylinder function. | 
The parabolic cylinder function, Dv(x), is a solution of the following differential equation:
