Concepts and Features
R&S
®
ZNB/ZNBT
110
User Manual 1173.9163.02 ─ 53
Example: Reflection coefficients in polar diagrams
If the measured quantity is a complex reflection coefficient (S
11
, S
22
etc.), then the cen-
ter of the polar diagram corresponds to a perfect load Z
0
at the input test port of the
DUT (no reflection, matched input). The outer circumference (|S
ii
| = 1) represents a
totally reflected signal.
Examples for definite magnitudes and phase angles:
●
The magnitude of the reflection coefficient of an open circuit (Z = infinity, I = 0) is
one, its phase is zero.
●
The magnitude of the reflection coefficient of a short circuit (Z = 0, U = 0) is one, its
phase is –180 deg.
Smith
For "Smith" traces the response values are interpreted as reflection coefficients S
ii
and
represented in terms of their corresponding complex impedance Z(S
ii
) = R(S
ii
) + j X(S
ii
).
In a diagram, the grid lines overlaid to a "Smith" trace correspond to points of equal
resistance R and reactance X:
●
Points with the same resistance are located on circles.
Screen Elements
