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The Graphical Waveform Editor
AWG710&AWG710B Arbitrary Waveform Generator User Manual 3-73
Square Root G(x) = F1(x) | : F1(x) ≥ 0
G(x) = - F1(x) | : F1(x) < 0
Creates a new waveform that is the square root
value of the points in the source waveform.
Normalize Scales the active editor window signal values to
a ±1.0 range, centered on 0. This command
makes changes to the active editor window data
values.
Differential G(x) = d/dx F1(x) Creates a new waveform that is the
differentiation of the points in the source
waveform. Refer to page F-1 for the
differentiation algorithm.
Integral G(x) = s F1(x) Creates a new waveform that is the integral
value of the points in the source waveform.
Refer to page F-3 for the integration algorithm.
Add G(x) = F1(x) + F2(x) Creates a new waveform that is the sum of the
active window and a nonactive window data
points. There are no restrictions on the data
lengths of the two source waveforms. The data
length of the resultant is equal in length to the
shortest of the source waveforms.
Sub G(x) = F1(x) - F2(x) Creates a new waveform that is the subtraction
of the active window and a nonactive window
data points, starting a data position 0. There are
no restrictions on the data lengths of the two
source waveforms. The data length of the
resultant waveform is equal in length to the
shortest of the source waveforms.
Mul G(x) = F1(x) × F2(x) Creates a new waveform that is the
multiplication of the active window and a
nonactive window data points. There are no
restrictions on the data lengths of the two source
waveforms. The data length of the resultant
waveform is equal in length to the shortest of the
source waveforms.
Table 3-13: Mathematical function commands (cont.)
Command Equation
1
Description