Power Electronics

Conducted Noise Power

/kuhn-DUK-tid noyz POW-er/
The unwanted radio-frequency energy that a power supply, almost always a switching converter, injects back onto its AC mains or DC supply conductors as a byproduct of fast switching transitions. Measured as a voltage in dBµV across the standardized 50 Ω ports of a line impedance stabilization network over the 150 kHz to 30 MHz band, it separates into common-mode and differential-mode contributions, each suppressed by a different filter element. Quantified this way it is the core metric of a product's conducted emissions, and it must fall below the quasi-peak and average masks of CISPR 22/32 or FCC Part 15 before equipment can ship. It is distinct from radiated emissions, which leave the enclosure as electromagnetic fields rather than traveling out along the power leads.
Category: Power Electronics
Test band: 150 kHz to 30 MHz
Units: dBµV (across 50 Ω)

Where Switching Converters Generate Conducted Noise

Every hard-switched power converter produces sharp voltage and current edges. The drain or collector node of a buck, flyback, or boost stage slews tens to hundreds of volts in a few nanoseconds, and the input loop carries a trapezoidal current waveform with steep di/dt. These edges are rich in harmonics that extend well past 30 MHz, but the conducted-emission regulations focus on the 150 kHz to 30 MHz window because that is where the energy couples efficiently back onto the power leads rather than radiating from the box. The fundamental switching frequency of a modern converter sits between 65 kHz and 500 kHz, so the first several dozen harmonics land squarely inside the regulated band.

Two coupling mechanisms dominate. Differential-mode (DM) noise is the ripple voltage the input capacitor cannot fully bypass; it appears between the two power conductors and scales with loop inductance and the magnitude of the switched current. Common-mode (CM) noise is driven by the high dV/dt at the switching node coupling through parasitic capacitance, primarily the transformer interwinding capacitance and the heatsink-to-chassis capacitance, into the safety ground. DM tends to dominate from 150 kHz to roughly 5 MHz and CM from 5 MHz to 30 MHz, although the crossover shifts with layout. Because the two modes need opposite filter topologies, separating them is the first diagnostic step in any failed scan.

The measurement is deliberately repeatable. A LISN inserts a known 50 Ω / 50 µH impedance between the utility and the equipment under test, blocks ambient mains noise, and routes the converter noise to a CISPR-compliant receiver. The receiver applies quasi-peak and average detectors with a 9 kHz resolution bandwidth, producing the two traces that are compared against the Class A (industrial) or the stricter Class B (residential) limit lines.

Governing Relationships

Voltage-to-power conversion (50 Ω reference):
P(dBm) = V(dBµV) − 107  →  60 dBµV = 1 mV ≈ −47 dBm (20 nW)

Total vs. CM and DM (per conductor):
Vline = VCM + VDM,   Vneutral = VCM − VDM

CM filter corner (CM choke LCM with two Y-caps CY):
fc ≈ 1 / (2π × √(LCM × 2CY))

Where V is in dBµV at the LISN 50 Ω port. Example: an X-cap forms the DM pole; an LCM = 4.7 mH choke with CY = 2.2 nF gives fc ≈ 35 kHz, providing >40 dB CM attenuation at 1 MHz.

CISPR and FCC Conducted-Emission Limits

FrequencyCISPR 22 Class B QPCISPR 22 Class B AvgCISPR 22 Class A QPFCC Part 15 Class B QP
150 kHz66 dBµV56 dBµV79 dBµV66 dBµV
500 kHz56 dBµV46 dBµV73 dBµV56 dBµV
1.5 MHz56 dBµV46 dBµV73 dBµV56 dBµV
5 MHz56 dBµV46 dBµV73 dBµV56 dBµV
30 MHz60 dBµV50 dBµV73 dBµV60 dBµV
Common Questions

Frequently Asked Questions

How is conducted noise power split into common-mode and differential-mode components?

Differential-mode noise flows out one power conductor and returns on the other, driven mainly by input-capacitor ripple current; it dominates roughly 150 kHz to 5 MHz. Common-mode noise flows the same direction on both conductors and returns through safety ground via transformer interwinding and heatsink capacitance, dominating about 5 MHz to 30 MHz. A LISN reads the sum per line, but a CM/DM separator splits them, because an X-capacitor attenuates DM while a CM choke plus Y-capacitors attenuate CM.

Why is conducted noise power measured in dBµV instead of watts?

CISPR 22/32 and FCC Part 15 conducted limits are written as a voltage developed across the LISN's standardized 50 Ω impedance, in decibels relative to one microvolt. The receiver reads a voltage, so the mask is a voltage mask. The equivalent power is tiny: 60 dBµV is 1 mV, only about 20 nW into 50 Ω, yet still enough to fail Class B. Convert with P(dBm) = V(dBµV) − 107, so the 56 dBµV Class B quasi-peak limit (0.5 to 5 MHz) equals roughly −51 dBm, while the 60 dBµV limit at 30 MHz equals about −47 dBm.

What detector and bandwidth does CISPR specify for conducted noise testing?

For 150 kHz to 30 MHz, CISPR 16-1-1 specifies a 9 kHz resolution bandwidth (6 dB) receiver with two weighting detectors: quasi-peak and average. The quasi-peak detector uses defined charge and discharge time constants (1 ms charge, 160 ms discharge in this band) so infrequent spikes weigh less than continuous noise. A scan must pass both the quasi-peak and the lower average limit. A peak detector is used for fast pre-scans because peak is always ≥ quasi-peak.

EMC-Clean Power Electronics

Pass Your Conducted-Emission Scan

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