User manual

Table Of Contents
MAUI Oscilloscopes Remote Control and Automation Manual
Operators Additional Parameters Description
FFT(<source>) TYPE,{REAL, IMAGINARY, MAGNITUDE,
PHASE, POWERSPECTRUM,
POWERDENSITY }
WINDOW,{BLACKMANHARRIS, FLATTOP,
HAMMING, RECTANGULAR, VONHANN}
ALGORITHM,{LEASTPRIME, POWER2}
FILLTYPE,{TRUNCATE, ZEROFILL}
SUPPRESSDC,{ON, OFF}
Fast Fourier Transform of waveform.
For FFT average of power spectrum and
FFT power average of power density, use
the summed average of the
corresponding FFT type, e.g.:
EQN,"AVG(FFT(C1))",
TYPE,POWERSPECTRUM,
AVERAGETYPE,SUMMED
ERES(<source>) BITS,{0.5, 1.0, 1.5, 2.0, 2.5, 3.0 } Smoothing function defined by extra bits
of resolution.
FLOOR(<source>) SWEEPS,<value> Lowest vertical value at each X value in N
sweeps.
INTG(<source>) MULTIPLIER,< 0.0 to 1e15>
ADDER,<0.0 to 1e15>
VERSCALE,<value>
VEROFFSET,<value>
Integral
INVERT(-<source>) Inversion (negation) of waveform.
PRODUCT <source1>*<source2> Product of two waveforms.
RATIO <source1>/<source2> Ratio of two waveforms.
RECIPROCAL 1/<source> Reciprocal of a waveform.
RESC(<source>) MULTIPLIER,< 0.0 to 1e15>
ADDER,<0.0 to 1e15>
UNIT,{value}
Rescale waveform as Out = A*Wave(In) +
B. See list of Units below for values.
ROOF(<source>) SWEEPS,<value> Highest Y value at each X in a set of wave-
forms.
SQR(<source>) Square of waveform values.
SQRT(<source>) Square root of waveform values.
SUM<source1>+<source2> Sum of two waveforms.
TREND(<source>) AUTOFINDSCALE,{ON, OFF}
VERSCALE,<value>
CENTER,<time or div>
Trend of the values of a parameter.
ZOOMONLY(<source>) VERSCALE,<value>
HORSCALE,<value>
Zoom of waveform
HDO6000 and Higher Bandwidth Oscilloscopes
These operators are standard on HDO6000 and higher, MDA, WaveRunner 8000, WaveRunner/HRO 6 Zi,
DDA/SDA/WavePro 7 Zi, DDA/SDA/WaveMaster 8 Zi, and LabMaster series oscilloscopes running
XStreamDSO v. 8.0.0 or higher.
Operators Additional Parameters Description
CORR(<source1>,<source2>) LENGTH,<length>
START,<start point>
Correlation of two waveforms with spe-
cified correlation length and start point in
second waveform.
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