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Digital Multimeter HDM3055 Series Manual

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 Author| Post time 2024-6-14 10:02:46 | Show the author posts only
High-Voltage Self-Heating Errors

If you apply more than 300 Vrms, self–heating occurs in the multimeter's internal signal–conditioning
components. These errors are included in the multimeter's specifications. Temperature changes inside
the multimeter due to self–heating may cause additional error on other AC voltage ranges. The additional
error is less than 0.02% and dissipates in a few minutes.


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 Author| Post time 2024-6-13 08:05:23 | Show the author posts only
Measurements Below Full Scale

You can make the most accurate AC measurements when the multimeter is at or near the full scale
of the selected range. Autoranging occurs at 10% (down–range) and 120% (up–range) of full scale.
This enables you to measure some inputs at full scale on one range and 10% of full scale on the
next higher range. In general, the accuracy is better on the lower range; for the highest accuracy,
select the lowest manual range possible for the measurement.


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 Author| Post time 2024-6-12 15:22:43 | Show the author posts only
Edited by WisdomAugust at 2024-6-13 08:03

For low frequencies, the loading error is


At high frequencies, the additional loading error is




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 Author| Post time 2024-6-11 08:12:03 | Show the author posts only
Loading Errors (AC volts)

In the AC voltage function, the input of the multimeter appears as a 1 M? resistance in parallel with
100 pF of capacitance. The cabling that you use to connect signals to the multimeter also adds
capacitance and loading. The table below shows the multimeter's approximate input resistance at
various frequencies.



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 Author| Post time 2024-5-23 08:52:37 | Show the author posts only
Other Sources of Measurement Error
Settling Time Effects

The multimeter can insert automatic measurement settling delays. These delays are adequate for
resistance measurements with less than 200 pF of combined cable and device capacitance. This is
particularly important when measuring resistances above 100 k?. Settling due to RC time constant
effects can be quite long. Some precision resistors and multi–function calibrators use large parallel
capacitors (1000 pF to 0.1 ?F) with high resistor values to filter out noise currents injected by their
internal circuitry. Non–ideal capacitances in cables and other devices may have much longer settling
times than expected just by RC time constants due to dielectric absorption (soak) effects. Errors are
measured when settling after the initial connection and after a range change.


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 Author| Post time 2024-5-22 08:44:08 | Show the author posts only
Capacitance Measurement Considerations

Capacitors that have a high dissipation factor or other non-ideal characteristics will affect capacitance
measurements. Capacitors with high dissipation factors may exhibit a variance between the measured
value using the multimeter versus the single frequency method of some other LCR meters. The single
frequency method will also see more variation at different frequencies. For example, some inexpensive
capacitance substitution boxes, when measured with the multimeter, are almost 5% different compared
to the same capacitance measured with the single frequency method of an LCR meter. The LCR meter
will also show different values at different frequencies.

Capacitors with long time constants (dielectric absorption) will result in slow measurement settling time,
and will take a number of seconds to stabilize. You may see this when first connecting a capacitor or
when the delay time to make a measurement is varied. A high quality film capacitor typically shows the
least of this and an electrolytic capacitor the most, with ceramic capacitors typically in between.


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 Author| Post time 2024-5-21 08:12:48 | Show the author posts only
Capacitance is calculated by measuring the change in voltage (DV) that occurs over a “short aperture”
time, (Dt). This measurement is repeated at two different times during the exponential rise that occurs.
An algorithm takes the data from these four points, and by linearizing that exponential rise over these
“short apertures”, accurately calculates the capacitance value.
The measurement cycle consists of two parts: a charge phase (shown in the graph) and a discharge phase.
The time–constant during the discharge phase is longer, due to a 100 kΩ protective resistor in the measurement
path. This time–constant plays an important role in the resultant reading rate (measurement time). The
incremental times (or “sample times”) as well as the width of the “short apertures”, vary by range, in order
to minimize noise and increase reading accuracy.

For the best accuracy, take a zero null measurement with open probes, to null out the test lead capacitance,
before connecting the probes across the capacitor to be measured (see Capacitance Measurements for details).


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 Author| Post time 2024-5-20 11:41:45 | Show the author posts only
Edited by WisdomAugust at 2024-5-21 08:10

An illustration of the response curve while charging is shown below:




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 Author| Post time 2024-5-17 08:10:20 | Show the author posts only
Capacitance

The multimeter makes capacitance measurements by applying a known current to charge the
capacitance and then a resistance to discharge as shown below:



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 Author| Post time 2024-5-16 08:13:34 | Show the author posts only
Making High–Speed DC and Resistance Measurements

To make the fastest (but least accurate) DC or resistance measurements:

l Set the integration time (NPLC or aperture) to minimum
l Select a fixed range (autorange off)
l Disable autozero
l Disable offset compensation (resistance measurements)

Refer to the particular measurement type in Measurements for more information on the above
functions.


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