Small Angle Line - Agilent Technologies e1420b User Manual

Phase noise measurement system
Hide thumbs Also See for e1420b:
Table of Contents

Advertisement

14
Evaluating Your Measurement Results
Table 54 Actions to eliminate spurs (continued)
Spur Sources
Description
Electrical
Electrically generated spurs can be caused by
electrical oscillation, either internal or external
to the measurement system. The list of
potential spur sources is long and varied.
Many times the spur will not be at the
fundamental frequency of the source, but may
be a harmonic of the source signal. Some
typical causes of electrical spurs are power
lines, radio broadcasting stations, computers
and computer peripherals (any device that
generates high frequency square waves), and
sum and difference products of oscillators that
are not isolated from one another in an
instrument such as a signal generator.
Mechanical
Mechanically generated spurs are usually at
frequencies below 1 kHz. The source of a
mechanically generated spur is typically
external to the measurement system.

Small angle line

Caution must be exercised where
of the phase modulation
Figure 271. Below the line, the plot of
increasingly invalid and Sf(f) must be used to accurately represent the phase
noise of the signal. To accurately plot noise that exceeds the small angle line,
select the Spectral Density of Phase Modulation (dB/Hz) graph type (
L(f)
The –10 dB per decade line is drawn on the plot for an instantaneous phase
deviation of 0.2 radians integrated over any one decade of offset frequency. At
approximately 0.2 radians, the power in the higher order sideband of the
phase modulation is still insignificant compared to the power in the first order
sideband. This ensures that the calculation of cal L(f) is still valid.
338
S
raises the noise floor by 3 dB.
Recommended Action
The frequency of the spur and patterns of multiple spurs
are the most useful parameters for determining the
source of spurs. The spur frequency can be estimated
from the graph, or pinpointed using either the Marker
graphic function which provides a resolution of from
0.1% to 0.2% or by using the spur listing function.
Try turning off or moving fans, motors, or other
mechanical devices that oscillate at a specific
frequency. (Temporarily blocking the airflow through a
fan may alter its speed enough to discern a frequency
shift in a spur that is being caused by the fan.)
L(f)
is calculated from the spectral density
(f)
/2 because of the small angle criterion. Refer to
φ
L(f)
is correct; above the line,
L(f)
is
S
(f)
).
φ
Agilent E5505A User's Guide

Advertisement

Table of Contents
loading

Table of Contents