Design Simulation Systems Ltd
All of the following waveform manipulation algorithms use double-precision
complex mathematical calculation and assume complex inputs.
All arithmetic functions accept floating point numeric constants as one or other input parameter, for waveform scaling, weighting, etc
Fast Fourier Transform
Fast Fourier Transform in Real/Imaginary or Magnitude/Phase format. FFT has user-selectable zero-fill up 65536 data points and Hamming, Hanning and Blackman windows.
Inverse Fast Fourier Transform
IFT Transform in Real/Imaginary or Magnitude/Phase format
Performs the convolution of the two waveforms selected by the mouse. Self-convolution may be performed by selecting the same waveform twice.
Deconvolves the first waveform selected with the second.
Cross and Auto Correlation
Performs the correlation of the two waveforms selected by the mouse. Auto-correlation may be performed by selecting the same waveform twice.
Differentiates the waveform selected by the mouse, using a two-point algorithm.
Integrates the waveform selected by the mouse, using Simpson's Rule.
Performs the algebraic sum of the two waveforms selected by the mouse, analogous to additive mixing.
Subtracts the second waveform selected by the mouse from the first.
Multiplies together the two waveforms selected by the mouse, analogous to suppressed carrier modulation.
Divides the first waveform selected by the mouse by the second. There is logic present to avoid divide-by-zero errors.
Inverts the selected waveform, by multiplying each point by -1.00, in double precision arithmetic.
Real/Imaginary -> Magnitude/Phase
Will convert a real/imaginary waveform to mag/phase.
Magnitude/Phase -> Real/Imaginary
Will convert a mag/phase waveform to its real and imaginary components.
True RMS Calculation
True Mean Calculation