Handheld Multimeter
Multimeters are the instrument of choice when you need to measure voltage, current, or resistance. Multimeters originated as analog Volt-Ohm-Millliammeter (VOM), some would say Volt-Ohm Meter, combining the ability to measure voltage, resistance, and current. Another related acronym is DVM standing for Digital Volt Meter, which are dedicated for voltage measurement. Some oscilloscopes have DVM capability.
Multimeter Types
Multimeters are available either as Analog or Digital. Today a digital multimeter (DMM) is more common than an analog multimeter.
Analog Multimeters
Simpson 260 Series
One of the most popular analog meters ever
Analog multimeters still have a place because some have a preference for the analog display, peaking adjustments, fast moving trends, and other cases where the precise digital value of a DMM is not needed. Also, analog meters typically have low impedance versus high impedance DMM. High impedance of a DMM is a benefit when measuring electronic circuits, because it will not load the circuit. In other words, an analog meter across your circuit, is like sticking a
low ohm resistor across it. In many circuits, this will have no practical effect, but be careful. Most DMMs have a high input impedance, so they are effectively unseeable, as far as many circuits are is concerned.
Stray or Ghost Voltages
One noteworthy application for low impedance analog multimeters is checking for stray or ghost voltages. Stray voltages are caused by the capacity between the de-energized wires and adjacent energized wires. It is important for safety to check a circuit is de-energized before starting work. Analog meters will load the circuit and the needle will fall to zero. Because of the very high impedance DMM input, this stray voltage has nowhere to go which will lead to an incorrect reading on DMM’s.
DMM ghost voltage solutions:
Better DMM's will have a rotary switch position labeled
LoZ or similar which will have a low input impedance for AC voltage measurements.
Fluke has an accessory solution for DMM's, a
stray voltage adapter that lowers input impedance.
Digital Multimeters
Digital Multimeters convert analog measurements and display digital values. DMM provides better accuracy and resolution than an analog meter. Some DMM's have an uncalibrated analog bargraph to mimic the sweeping needle capability of an analog meter.
How to buy/choose a digital multimeter (DMM)?
Digital multimeters have evolved to include more measurements and features. First, think about your application: home, hobbyist, professional electrician, electronics or HVAC technician, etc. Consider getting a second meter such as a clamp meter, so you can measure voltage and current at the same time, and a maybe even a pocket multimeter too to keep in convenient locations.
Think about Bench Multimeters
If you are working on bench electronics, consider a bench multimeter. typically with better accuracies and resolution. Bench multimeters can be used in other applications. For example, if you are a service company such as an electrical or HVAC contractor or a facility with many technicians each with their own meter, have one higher accuracy/resolution bench DMM kept in a stable room temperature and annually calibrated can be used to check the portable meters for drift. Meters do drift and it is important to check and calibrate them regularly.
4-Wire Kelvin Resistance Measurement on bench multimeters is a superior way to measure resistance not possible with handheld DMM's that use a 2-wire method. Having four input jacks and test leads permits the bench meter from canceling the resistance of the test leads possible, making the resistance measurement significantly more accurate.
Next consider these features
Basic measurements: AC/DC Voltage, AC/DC Current, Resistance and the ranges you will be operating. Before looking at other features make sure the meter covers your ranges from min to max.
Are there any
additional measurements that are absolute musts?
- Capacitance (F)
- Frequency (Hz)
- Diode Test
Safety, Safety, Safety! Make sure the meter has the proper safety ratings for your voltage and current ranges. Please see the detailed safety discussion below and videos.
Accuracy and Resolution
- Focus on the accuracy of the basic measurements Volts and Amps.
- True RMS (root mean square) refers to the conversion process of the sinusoidal AC current signal into the displayed digital value. True RMS meters, while more costly, provide much better measurement. TRMS calculate an accurate reading even when it encounters irregular waveforms such as square, sawtooth, or rectified waves. Learn more in the detailed discussion below.
Here is a useful article on TRMS and the errors of not having a true RMS meter
Learn more in the detailed discussion and video blog below.
Then consider the extras...
Clear
big digits for visibility and
backlight. You will appreciate it next time you are in low-visibility conditions.
Min/Max/Peak Hold. Free you hands and need to watch closely the display by capturing min/max/hold at the touch of a button.
Continuity. Usually depicted as a button such as this
![](data:image/png;base64,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)
. Very useful to determine if a wire or circuit has a break. Complete circuits, or simply touching leads together will give a loud beep. Some meters do a better job at this feature than others. See David Jones video blog below for a demonstration.
Relative Mode/Measurement feature permits making measurements relative to a stored reference value. The displayed value is the difference between the reference value and measured value. It can be particularly useful when measuring voltage or resistance. A press of the relative button can zero out the resistance of voltage probes.
Temperature Measurement. This can be a very convenient feature to have and a must for HVAC technicians. Includes K type T/C bead wire, IR thermometer or both.
Low Pass AC Filter. Low Pass AC Filter allows troubleshooters to take accurate voltage, current and frequency measurements on the output side of the drive at either the variable speed drive itself or the motor terminals.
Crest Factor is a measure of signal distortion and is calculated as a signal’s peak value over its rms value. This is useful when looking at power quality issues.
Low Input Impedance (LoZ). Better DMM's will have a rotary switch position labeled LoZ or similar which will have a low input impedance for AC voltage measurements. See the ghost voltage discussion in analog meters above.
Non-Contact Voltage Detector. Typically purchased separately as an inexpensive test pen but some multimeters have it as a built-in function. What is a Non-contact voltage detector? It senses the electric field around energized AC circuits and are useful troubleshooting whether standalone or as part of a multimeters. A visible light and audible beep would indicate an energized circuit.
Datalogging and PC connectivity. Troubleshoot intermittent problems and datalog high energy circuits from a safe distance.
Detachable Display is available for some meters. Useful not only for convenience but for safety with high voltage/power circuits. Connect the meter on a deenergized circuit then monitor at a safe distance when energized.
Fluke goes a step past detachable displays with their
CNX Wireless System launched in 2013. Wireless modules that connect to your CNX meter or PC. Make sure to take a look.
Fieldpiece offers a modular approach with their "
Stick Meters" designed for HVAC/R professionals.
Build Quality. Meters above $100-200 will have better durability, fit and finish. The rotary dial will feel better and not permit landing in between settings. Probes will be insulated with silicone instead of PVC, some have CAT ratings printed right on the leads. Probe handles are bigger and tips sharper. Watch the comparison videos below.
Consider Safety when choosing a Digital Multimeter
Proper and Quality Fuses. Inexpensive meters may not fuse the amp side or if they do, use a low quality fuse. Perhaps acceptable for troubleshooting low voltage/power electronics such as AA battery operated device but not recommended for any higher voltage/power work.
Terminal Shutters or Test Lead Alert when test leads are in the A or mA terminals and the selected rotary switch position is different. Better meters will also have dedicated terminals for mA and Amps to help avoid this dangerous situation versus inexpensive meters that combine mA and Amps with Volts and Ohms. Safety shutters prevent erroneous insertion of test leads into current measurement terminals and Fluke provides audible and visible alarm to prevent you from proceeding. A serious safety hazard occurs, for example, when connecting meter leads across a voltage source with the rotary switch in amps. It shorts the terminals and meter short will at minimum blow the fuse and possibly explode.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAIAAAAlC+aJAAAA90lEQVRoge3asQ2DMBCFYZeM4NKjuGQMRqCkc8kYjMAIGcUlJSXlpSHkItHkheRy0vtbN/4ky7Zkh23bpmkqrhrHsdYqIiIS+r4PDosx7oCcs/VkwF4AMcabk9q2PQGklMRJXdcRYBoB1r0HqLVanVbzPF8AOPas39c0zbqunwJSSlaAEMJxX/gUkHM+Hf1SpRQCHhGARICKACQCVAQgEaAiAIkAFQFIBKgIQCJARQASASoCkAhQEYBEgIoAJAJUBCARoCIA6XqAVRcA3L8Tu3+p/8MIsI4A6wiw7hzg/t+ox3bAMAzWM0E61nwQEetFgbQsyxPgujvi8ORTNoeozAAAAABJRU5ErkJggg==) |
This symbol indicates a meter is protected throughout
by double insulation or reinforced insulation, an
important safety feature. Look for it on the back of
the meter and instruction manual.
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CAT Ratings for Multimeters and other Instruments
![](data:image/png;base64,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) 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Photo from Fluke's
"ABCs of Multimeter Safety"
showing locations where
CAT ratings I - IV apply |
Overvoltage Category |
In Brief |
Examples |
CAT IV |
Three-phase at utility connection, any outdoor conductors |
- Refers to the "origin of installation," i.e., where low-voltage connection is made to utility power
- Electricity meters, primary overcurrent protection equipment
- Outside and service entrance, service drop
from pole to building, run between meter and panel
- Overhead line to detached building, underground line to well pump
|
CAT III |
Three-phase distribution, including single-phase commercial lighting |
- Equipment in fixed installations, such as switchgear and polyphase motors
- Bus and feeder in industrial plants
- Feeders and short branch circuits, distribution panel devices
- Lighting systems in larger buildings
- Appliance outlets with short connections to service entrance
|
CAT II |
Single-phase receptacle connected loads |
- Appliance, portable tools, and other similar household loads
- Outlet and long branch circuits
- Outlets at more than 10 meters (30 feet) from CAT III source
- Outlets at more than 20 meters (60 feet) from CAT IV source
|
CAT I |
Electronic |
- Protected electronic equipment
- Equipment connected to (source) circuits in which measures are taken to limit transient overvoltages to an approximately low level
- Any high-voltage, low-energy source derived from a high-winding resistance transformer, such as the high-voltage section of a copier
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Fluke's "ABCs of Multimeter Safety" explains CAT Ratings
When choosing a multimeter, first determine CAT levels you will be operating. Then choose a meter with a voltage rating higher than the maximum voltage you will be testing at each CAT level. For example, an electrician working in CAT III and CAT IV areas can choose a meter rated
CAT III 1000 V / CAT IV 600 V. Within a category, a higher voltage rating denotes a higher transient withstand rating, e.g., a CAT III-1000 V meter has superior protection compared to a CAT III-600 V rated meter. The
real misunderstanding occurs if someone selects a CAT II-1000 V rated meter thinking that it is superior to a CAT III-600 V meter. Select a meter with the voltage rating suitable for the location (i.e. CAT I, II, III, IV) where you will be operating.
Digital Multimeter Accuracy And Resolution Discussion
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) |
Snapshot from David Jones Video Blog.
About 3/4ths into the video is an explanation of
DMM counts, digits, accuracy and resolution.
Below is the synopsis and some background
definitions to understand counts, digits,
resolution, and accuracy.
And do watch his complete video below. |
What are Digits on a multimeter?
Digits refers to the resolution of the DMM, not the accuracy. It is common to see meter specifications with 3-½, 3-¾, 4-½, etc. digit display. The half means the most significant digit can go up to 1. It originated because of 7-segment LCD/LED displays. All 7 segments are needed to display every digit. When for the most significant digit on the far left only 1 is to be displayed, only the two rightmost segments of the 7 are needed, hence the term ½ digit originated (i.e. a fraction of the 7 segments are used, very loosely approximated as a half). That was when most DMMs had a maximum reading of 1999. Recently more accurate DMMs became available, having readings up to 2999, or 3999, even 4999, so it became more complicated. Manufacturers started using the ¾ approximation. But still not very clear as you can see here
Digits |
Display |
3 |
+/- 0 through 999 |
3-½ |
+/- 0 through 1999 |
3-¾ |
+/- 0 through 3999 (typically), but can also mean 2999 or even 4999 |
4-½ |
+/- 0 through 19999 |
What are Counts on a multimeter?
Counts are a better way to represent display resolution. Let’s go back to the table.
Digits |
Display |
Counts |
3 |
+/- 0 through 999 |
1000 |
3-½ |
+/- 0 through 1999 |
2000 |
3-¾ |
+/- 0 through 3999 (typically) |
4000 |
4-½ |
+/- 0 through 19999 |
20000 |
Use of Counts eliminates the fractional confusion of the Digits terminology
So what happens as the measurement goes up in value?
For example, a 3-½ digit, 2000 count meter is measuring 1.999 volts. Increasing the voltage to 2.532 volts results in a loss of the least significant digit. The display will read 2.53 Volts. One digit of resolution is lost.
What about Multimeter Accuracy?
Accuracy is not the same as resolution. Resolution as explained above has to do with the number of visible digits (i.e. to the right of the decimal). Accuracy has to do with how correct or true the value is compared to a standard value from NIST or other international body. Look back at the snapshot from the video blog of David Jones above. He gives a simple formula using counts to give a rough minimum accuracy. David warns against meters that have a published accuracy higher than the minimums on his chart for the count level. See the video in full below.
Video blogger David Jones (EEVBlog.com ) “Digital Multimeter Buying Guide for Beginners” has 100,000+ views. He covers safety, accuracy, ruggedness, important to obscure features, takes apart popular models, and more in his colorful and funny style.
This 30 min Fluke Electrical Measurement Safety video gives life saving advice when using meters. In the Meter testing tab, poorly designed meters are tested and shown sparking even catching fire compared to properly designed and fused meters . It really illustrates the importance of not only having the proper CAT rating, but checking that the meter has independent safety approvals such as UL. If you do not see the approval in the data sheet, check the instruction manual, or ask our sales team.
Digital Multimeter Accessories to consider
Test Leads. The most popular accessory for multimeters are test leads. Test leads do wear out. They should periodically be inspected. Set your meter to ohms and continuity. Then press the tips of the test leads together between your thumb and index finger. resistance should be zero, but wiggle the test leads and watch the display for an O.L. or high resistance. It might indicate that the lead wires inside the sheath are breaking. Leads are not repairable. replace them.
Alternate test leads styles are available from banana, alligator, hook, and more. They make making measurements easier and more accurate.
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)
Alternate test leads styles are available from banana, alligator, hook, and more. They make making measurements easier and more accurate.
Current Clamp Adapters. While having a separate current clamp meter may be more convenient, current clamp adapters are available for DMM's.
Temperature Probes. Meters with temperature option will usually come with a bead wire K type thermocouple, but as accessories you can purchase others pipe clamp mounting for measuring pipe surface temperatures, penetrating probes for meats and other foods, and many other styles.
Multimeter Temperature Probe Adapter. If you did not purchase a multimeter with temperature capability, all is not lost. You can purchase temperature modules as accessories that will accept a temperature probe.
Cases and Holsters. Protect your investment.
Stray Voltage Adapter. If your DMM does not have a LoZ function, Fluke offers a stray voltage adapter. Read more above in the analog meter section.