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A-2 Four Quadrant Multiplier
A = X * Y * scale
B = -X * Y * scale
scale = 1/10 to 10x in steps derived from Z
Knob recorder enabled
Parameter Min Max Default Description
0
0
1
0
Z Mode.
1
-10 10
0
Y Offset.
Output A is the result of multiplying inputs X & Y. Output B is the inverse of output A.
If for example X is a signal and Y is an envelope, then this algorithm is a VCA. If both inputs are
signals, then this is a ring modulator.
The Z knob/CV sets a scale factor which is applied to both outputs. The scale is an integer (whole
number) which either multiplies or divides the result, and ranges in value from 1-10.
When Z changes, the scale is shown on the display. If the value shown is negative, it is a divisor
rather than a multiplier. Note that there is no value of "-1" since dividing by 1 and multiplying by 1
are the same. After a short while the display reverts to showing the current algorithm.
When parameter 0 is 1, the scale is not restricted to integer steps, and changes smoothly with Z.
Parameter 1 applies an offset to the Y input, in whole Volts. This is convenient if you just want to
multiply the X input by a constant, which you can then dial in with the Y Offset and Z.
A-3 Full-wave Rectifier
A = abs( X + Y ) or abs( X )
B = abs( X - Y ) or abs( Y )
Z selects mode
This algorithm provides a full-wave rectifier or absolute value function. The Z knob/CV select
between one of two modes. In 'independent' mode, A and B are the absolute values of X and Y,
respectively. In 'combined' mode, A is the absolute value of the sum of X & Y; B is the absolute
value of the difference of X & Y.
When Z changes, the mode is displayed. 'Independent' mode is shown as "-0"; 'combined' mode as
"0". After a short while the display reverts to showing the current algorithm.
A-4 Minimum/maximum
A = min( X, Y )
B = max( X, Y )
Z is gate
Output A is the minimum of inputs X & Y; output B is the maximum of the two inputs. If one input
is zero (or disconnected), this is a half-wave rectifier.
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