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Obtain a copy of the specification
sheet that lists the standard current monitors. These monitors are
able to measure pulses, transients and continuous signals. They
do not measure steady-state dc current.
The first four columns of the
specification sheet give model number, output sensitivity and physical
dimension information. The next four columns list the specs that
apply to measuring pulses, and are referred to as time domain parameters.
The final four columns list the specs that apply to measuring continuous
sine-wave currents and are referred to as frequency domain parameters.
Determine if the application
is to measure a pulse or continuous signal. If the signal is more
complex, and rms, peak, dc or other limiting values are hard to
determine, refer to Pearson Electronics Application Notes, or call
our engineering department.
If single pulse, determine the approximate maximum peak current
(amps) and the approximate maximum pulse length (seconds).
Compute the current-time product (amp-seconds). To use a given
model, both the maximum current and the current-time product should
not exceed the spec sheet values.
If repetitive pulses are to be measured, consult the Pearson Application
Notes to be sure that the average dc level (zero frequency component)
does not exceed the maximum allowable for that model.
If the rise-time of the signal pulse is known, it should be compared
to the spec sheet value. The monitor should not be used for pulses
that have a rise-time shorter than the value listed.
For a rectangular pulse the deviation from a perfectly flat top
is given by the droop rate. Multiplying the pulse length by the
droop rate will yield the percentage deviation from the flat-top
value at the end of the pulse.
Determine the approximate maximum sine-wave amplitude, I (amps),
and the approximate minimum frequency, f (Hz).
Compute I/f (amps/Hz). To use a given model, this should not exceed
the spec sheet value.
Compute the maximum rms current. To use a given model, this should
not exceed the spec sheet value.
Determine if the frequency over which the monitor is to be used
is within the range of the low and high 3 dB points. The monitor
will lose its accuracy outside of this range.
If there are several monitors
that satisfy the above criteria, a selection based on voltage output
(sensitivity) and size can now be made. In the third column is given
the output volts per primary amp to be measured. For example, a
1 milliamp signal will produce a 1 millivolt output for a monitor
that has a 1 volt/amp output.
An often asked question concerns
terminating the output of the monitor with a resistor. Since the
monitor can be modeled as a voltage source in series with 50 ohms,
the addition of an external terminating resistance will decrease
the output of the unit. For example, a 50 ohm external termination
would reduce the output to one-half.
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