gp_circle()

Generates a power gain circle

Syntax
y = gp_circle(S, gain, numOfPts, numCircles, gainStep)

Arguments
Name Description Range Type Default Required
S scattering matrix of a 2-port network. (-∞, ∞) complex yes
gain specified gain in dB [0, ∞) integer or real array no
numOfPts desired number of points per circle [1, ∞) integer 51 no
numCircles number of desired circles. This is used if gain is not specified. [0, ∞) integer no
gainStep gain step size. This is used if gain is not specified. [0, ∞) integer or real 1.0 no
† Default value for gain is min(max_gain(S)) - {1, 2, 3}

Examples

circleData = gp_circle(S, 2, 51)
circleData = gp_circle(S, {2, 3, 4}, 51)
return the points on the circle(s)
circleData = gp_circle(S, , 51, 5, 0.5)
return the points on the circle(s) for 5 circles at maxGain - {0,0.5,1.0,1.5,2.0}
circleData = gp_circle(S, , , 2, 1.0)
return the points on the circle(s) for 2 circles at maxGain - {0,1.0}

Defined in

$HPEESOF_DIR/expressions/ael/circle_fun.ael

See Also

ga_circle(), gl_circle(), gs_circle()

Notes/Equations

Used in Small-signal S-parameter simulations.
This function generates a constant-power-gain circle resulting from a load mismatch. The circle is defined by the loci of the output-reflection coefficients that result in the specified gain.

A gain circle is created for each value of the swept variable(s). Multiple gain values can be specified for a scattering parameter that has dimension less than four. This measurement is supported for 2-port networks only.

If gain and numCircles are not specified, gain circles are drawn at min(max_gain(S)) - {0,1,2,3}. That is, gains are calculated at a loss of 0,1,2,3 dB from the maximum gain. If gain is not specified and numCircles is given, then numCircles gain circles are drawn at gainStep below max_gain(). Gain is also limited by max_gain(S). That is, if gain > max_gain(S), then the circle is generated at max_gain(S)).


Where:


 

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