Figure 3. Wire Loop Used for Pulse Injection Measurement
In order to measure the value of the coupled open circuit voltage into
circuits, an
F-33-1 current probe was driven from the TG-EFT and placed around the
ground lead of an
Agilent
1163a
resistive divider probe. The 1163a probe has a 500 Ohm resistive input
impedance (with around 1 pF of capacitance), a 10:1 probe
attenuation factor, and a bandwidth in excess of 1 GHz. Figure 4 shows the test configuration. The probe's
500 Ohm input impedance reflects back through the current probe towards the generator as a
much higher impedance in the many thousands of Ohms, so the test
measures the open circuit injected voltage into a test circuit.
Figure 4. Measuring Open Circuit Voltage Injection
Using an
Agilent
1163a Resistive Divider Probe
Figure 5 shows shows the measured result from the circuit of Figure 4
with the TG-EFT generator set
at 100 Volts. The peak voltage injected into the probe circuit is
almost
10 Volts. I have tried the F-33-1 up to 400 Volts from the TG-EFT with
no ill effect, so series pulsed voltages around 40 Volts or more are
possible into wires and cable using an F-33-1.
If the winding on the F-33-1 were a single turn instead of several
turns, the peak voltage would be higher, but the pulse width would
be less because of reduced frequency response of the probe at
the low end if the same magnetic core is used. The turns ratio of the
F-33-1 gives the injected pulses a low impedance, ideal for
launching pulses on a ground grid such as used in some facility
grounding systems. A current probe with only one turn on its core might
be better for injecting pulses on long cables, a higher impedance load.
Figure 5. Injected Open Circuit Pulse
(vertical scale = 2 V/div, horizontal scale = 50 ns/div)
The 50 ns/div horizontal scale of Figure 5 is expanded to 10 ns/div in
Figure 6 to show greater detail on the waveform. The small wiggles on
the waveform are diminishing reflections between the current probe and
the TG-EFT. Since the current probe is AC coupled, the area above zero
Volts and below it must be the same. This is why the trace goes
negative in Figure 5.
Figure 6. Injected Open Circuit Pulse
(vertical scale = 2 V/div, horizontal scale = 10 ns/div)
Figure 7 shows the F-33-1 on the left injecting
voltage into the wire loop of Figure 3 with the F-65 on the right connected to the
oscilloscope. The output of the F-65 is shown in Figure 8.
Figure 7. F-33-1 as the Injection Probe and F-65 as the
Sensing Probe
Figure 8. Measured Current in Wire Loop by F-65 Current Probe
(vertical scale = 1/2 Amp/div, horizontal scale = 100 ns/div)
Notice that the risetime of the current in Figure 8 is on the order of
20 ns whereas the injected voltage from Figure 6 is about 2 ns. The
reason is the inductance of the wire loop. Remember that:
E(t) =
L·di(t)/dt
So we must integrate E(t)/L over time to get i(t) and therefore the
current rises more
slowly than the driving voltage. The larger the loop inductance of the
wire loop, the lower the value of peak current given the time limited
driving pulse from the TG-EFT.