Discussion: Figure 1
shows an
AET USB-S-1.84 RF Source comb generator (so called
because its frequency spectrum looks like a comb on the display of a
spectrum analyzer) feeding one end of a pair of 1.5 meter coaxial
cables (RG174/U) joined by a fixture that connects the shields of the
two cables with a wire (sometimes called a "pigtail"). The other end of
the pair of coaxial cables, on the right opposite the comb generator,
is terminated with a 50 Ohm coaxial termination.
Using pigtail
connections to the shield of a cable is known to seriously reduce the
shielding effectiveness of the shield. To show this effect, it
would be desirable to use a tracking generator built into a spectrum analyzer, but what if one is not
available? In this case, I will show that using a small comb generator
RF source can replace the tracking generator. An advantage of using the comb generator is
that it is small and will have a minimal effect on the results compared
to the chassis of a spectrum analyzer which will significantly change the resonant
frequencies of the cables used for this experiment.
Figure 2 shows the comb generator connected directly to the spectrum
analyzer through a one meter coaxial cable while Figure 3 shows the spectrum
plot that results. This comb generator has a low fundamental frequency
of 1.84 MHz and so produces closely spaced harmonics over the 200 MHz
frequency span displayed.
Figure 2. Test Setup With Comb Generator and Spectrum Analyzer
Figure 3. Frequency Spectrum of Comb Generator Output
(Vertical Scale = 10 dB/div, Horizontal Scale = 20 MHz/div)
Figure 4 shows the two cables of Figure 1 joined by a BNC barrel
resulting in a continuous 360 degree shield through the junction. The common mode current on
the shield measured by the
Fischer F-33-1 Current probe appears in Figure 5. The plot was unaffected by whether the comb
generator was powered or not. The spikes noted on the display were from
radio signals in the area, with those at the center of the plot being
from local FM broadcast stations. There was no visible evidence of the signal from the comb generator, as expected.
Figure 4. Shield Connection Made Using BNC Barrel
Figure 5. Plot of Common Mode Current With Shield Connection Made Using BNC Barrel
(Vertical Scale = 10 dB/div, Horizontal Scale = 20 MHz/div)
Figure 6 shows the two cables joined
by the pigtail wire as also shown in Figure 1. The resulting common
mode current is displayed in Figure 7. Note that many harmonics of the comb
generator are now visible on the display.
Figure 6. Shield Connection Made Using 8 cm Pigtail
Figure 7. Plot of Common Mode Current With Shield Connection Made Using 8 cm Pigtail
(Vertical Scale = 10 dB/div, Horizontal Scale = 20 MHz/div)
Note that the harmonics of the comb generator have major peaks near 50 MHz
and again near 150 MHz. At these frequencies, the RF voltage developed
across the pigtail can drive current on the outside of the cable
shields, using the shields as a dipole antenna. A similar measurement using a second current probe and a tracking
generator in the spectrum analyzer is described in the
January 20008 Technical Tidbit
on this site. That measurement shows cable resonances like the two in Figure 7. However the comb generator driven measurement is
accomplished at a significantly lower cost by not requiring the
tracking generator or second current probe.
The horizontal green line on the spectrum analyzer is set approximately
at a current level that would cause a class A industrial device to just
hit the CISPR emissions limit if that current were fed to a dipole.
Note that several
harmonics of the comb generator exceed this level around the two peaks
at about 50 and 150 MHz. The result would be a failure of emissions
requirements for Class A by several dB and of Class B requirements (10
dB lower) by many dB. This simple experiment shows a major problem
that can result if shields are connected with pigtails.
An interesting point is that the low fundamental frequency of the comb
generator, 1.84 MHz, produce closely space harmonics that show the two
cable resonances near 50 and 150 MHz. If the comb generator had a higher
fundamental frequency, that frequency and its harmonics may have missed
the two cable resonances altogether and no emissions problem would have
resulted. A low frequency signal with a fast risetime, 300 ps in this
case, can be more dangerous that a higher frequency signal!
I would like to encourage readers of this site to use simple
experiments like this one, others on this site, and ones of the
readers' design to increase the strength of their engineering viewpoints
with your colleagues. A little data can help you make your point in
project meetings!