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Rohde & Schwarz ZVL series - Inverted Smith Chart

Rohde & Schwarz ZVL series
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R&S
®
ZVL System Overview
Basic Concepts
Quick Start Guide 1303.6538.62-01 85
Circles of equal
resistance
Arcs of equal
reactance
Open-circuited
load (Z = infinity)
Short-circuited
load (Z = 0)
Matching
impedance (Z = Z
0
)
Examples for special points in the Smith chart:
E The magnitude of the reflection coefficient of an open circuit (Z = infinity, I = 0) is
one, its phase is zero.
E The magnitude of the reflection coefficient of a short circuit (Z = 0, U = 0) is one, its
phase is –180
0
.
3.1.7.5 Inverted Smith Chart
The inverted Smith chart is a circular diagram that maps the complex reflection
coefficients S
ii
to normalized admittance values. In contrast to the polar diagram, the
scaling of the diagram is not linear. The grid lines correspond to points of constant
conductance and susceptance.
E Points with the same conductance are located on circles.
E Points with the same susceptance produce arcs.
The following example shows an inverted Smith chart with a marker used to display the
stimulus value, the complex admittance Y = G + j B and the equivalent inductance L
(see marker format description in the help system).
Polar diagram types
A comparison of the Smith chart, the inverted Smith chart and the polar diagram
reveals many similarities between the two representations. In fact the shape of a trace
does not change at all if the display format is switched from Polar to Smith or Inverted
Smith the analyzer simply replaces the underlying grid and the default marker
format.

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