Discussion: Figure 1
shows a shielded magnetic loop probe held near a ground plane split to
sense signal current. Probe construction is shown in the cutaway view
of Figure 2. A section of semi-rigid coax is shorted at it's end and
then bent around and the shorted end is soldered onto the coax to make
a loop. A small gap is cut in the shield to permit the loop to be
sensitive to magnetic fields. In Figure 2, the shield gap can be seen
at the midpoint of the rightmost side of the loop, opposite the
soldered junction.
Figure 2. Construction of a Square Shielded Loop
Data was also taken using the unshielded wire loop shown in Figure 3 to
compare the responses of the two magnetic loops and determine when the
wire loop's electric field sensitivity becomes important.
Figure 3. A Simple Wire Loop
The signal source, shown in Figure 4, for this experiment was an
AET USB Powered Comb Generator.
Comb generators produce a large number of harmonics that are useful in
a number of frequency domain measurements normally made using a
spectrum analyzer or similar instrument. But in this case, it was used
to furnish fast pulses for the experiment and measurements were made on
an oscilloscope. The comb generator used has a 1.8 MHz fundamental
frequency and edge rates of about 400 picoseconds.
The output of the comb generator was connected to the BNC connector in
the upper left corner of the circuit board in Figure 1. The resulting
current in the signal path and the load resistor on the right side of
the board resulted in signal current flowing around the split in the
ground plane and both shielded and unshielded loops were used to sense
this current.
Figure 4. AET USB Powered USB Comb Generator
Figure 5 shows the test setup using the simple wire loop of Figure 3.
This is the same setup shown in Figure 1 for the shielded loop except
for the use of the unshielded loop.
Figure 5. Test setup with unshielded wire loop
Figure 6 shows the output of the shielded loop. A resonance at about
one GHz can be seen on the waveform. This could be partially due to
loop self resonance or capacitive coupling to the shield. To test the
effects of electric field coupling, the loop was rotated by 180
degrees. The inductive pickup should invert and any capacitive pickup
should stay nearly the same. The reversed loop output is shown in
Figure 7 and is just an inverted version of the wave shape in Figure 6.
Since the waveforms in Figure 6 and Figure 7 are inverted with
otherwise the same shape, capacitive coupling to the loop is not
significant for this configuration.
Figure 6. Output from shielded loop
(vertical scale = 10 mV/div, horizontal scale = 2 ns/div)
Figure 7. Output from shielded loop - reversed orientation
(vertical scale = 10 mV/div, horizontal scale = 2 ns/div)
Figures 8 and 9 show the same cases for the unshielded wire loop. One
can easily see these waveforms are not just inverted versions of each
other. There is significant capacitive coupling between the loop and
the circuit. The capacitive coupling combined with the inductance of
the wire probably produced the lower frequency resonance easily seen in
Figure 9 and to a lesser extend in Figure 8.
Figure 8. Output from wire loop
(vertical scale = 10 mV/div, horizontal scale = 2 ns/div)
Figure 9. Output from wire loop - reversed orientation
(vertical scale = 10 mV/div, horizontal scale = 2 ns/div)
I encourage you to read the other five Technical Tidbits in the "Square
Shielded Loop" series. These are linked just below the summary
paragraph. In the September 2008 Technical Tidbit, "
The Square Shielded Loop - Part 5,"
the unshielded wire loop was used for signal injection of pulses with a
2 ns edge rate. A significant capacitive effect was not present. If
fact, for injecting signals into the board of Figure 1 over the ground
split parallel to the signal path, the simple wire loop worked better
than the shielded loop, having a flatter frequency response. In that
case, the shield of the loop formed a parasitic resonant circuit with
the circuit board that affected the frequency response of the coupling
from the loop to the board.