n “Interpreting Emissions Using a Near-Field Probe” (February 2025), we showed how to use near-field probes to characterize and interpret dominant harmonic energy sources on PC boards. This time, we’ll discuss a more advanced troubleshooting tool for assessing radiated emission issues, the RF current probe. These are most useful for measuring RF common mode harmonic currents on cables.
I suspect most product designers are familiar with the smaller current probes designed for oscilloscopes or digital multimeters (DMMs). These typically have smaller apertures that fit a wire or small cable and generally extend from DC to 100 MHz at best. There are also current probes for electrical measurements with larger apertures that range up to only a few MHz and are really designed for mains frequencies.
RF current probes usually have a hinged aperture that can accept everything from a single wire to large-diameter cables (Figure 1). When their 50Ω port is connected to a spectrum analyzer, you’ll observe an RF spectrum similar to that when using a near-field probe. Many manufacturers make these probes, but for this article, we’ll use the affordable Tekbox Model TBCP2-30k400 ($679). See Reference 1.
Mitigations could include rerouting internal cables, improving bonding of cable shields to chassis or digital return plane, adding or improving common mode filtering at the I/O or power connectors, shielding energy sources using local shields, etc.
Commercial RF current probes come with a calibration chart of transfer impedance versus frequency (Figure 4). Using Ohms Law, we can use this chart to calculate the measured common mode current in the wire with respect to the voltage measured at the probe output port, assuming a 50Ω system. This is based on work by Dr. Clayton Paul (Reference 2) and further refined by Henry Ott (Reference 3). I also have example calculations in References 4 and 5.
Using Ohms Law, we can calculate the common mode current (Icm) in the cable:
Icm (A) = E (V) / R (Ω)
or, in converting to terms using log identities,
Icm (dBµA) = Vprobe (dBµV) – 3 dBΩ = 28 – 3 = 25 dBµA
Now using the E-field equation from Paul and Ott:
- Ec is the calculated E-field in V/m due to common-mode current flowing on the cable,
- Ic is the current through the wire or cable (A),
- f is the harmonic frequency being measured (Hz),
- L is the length of the cable in meters and
- d is the measured distance during the compliance testing (usually 3 or 10m).
I developed a simple Excel spreadsheet to streamline all these calculations, which may be downloaded from my Dropbox (Reference 6). Figure 5 shows an example calculation. By entering the specific probe transfer impedance, the frequency of concern, the cable length and test distance (typically 3 or 10m), the E-field in dBµV/m is calculated and may be compared to the appropriate test limit.
- Tekbox current probes, https://www.tekbox.com/product/tbcp2-32mm-snap-on-rf-current-monitoring-probes
- Paul, Introduction to Electromagnetic Compatibility (2nd Edition), Wiley Interscience, 2006, pages 518-532.
- Ott, Electromagnetic Compatibility Engineering, Wiley, 2009, pages 690-693.
- Wyatt, Workbench Troubleshooting EMC Emissions (Volume 2), Amazon.
- Wyatt, “The RF Current Probe: Theory and Application,” Interference Technology, https://interferencetechnology.com/the-hf-current-probe-theory-and-application/
- Wyatt, E-Field Calculator, https://www.dropbox.com/scl/fi/stljvo3398kc1kpu0v05b/E-Field_Calculator_RevF.xlsx?rlkey=32a3asq0v77t5oqfylsyo51c1&dl=0
- Wyatt, Current Probe Demo https://www.youtube.com/watch?v=OcWiSukx4iA





