noise

Electronic #noise is anything that's not the #signal - it's a voltage or current excursion from the norm. In terms of power, it's ripple and variation from either the #DC voltage or the #AC sineusoid.

common mode noise

Common mode noise is present on both lines in the same direction.
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common-mode noise is on BOTHparallel lines and in the SAME directionThe common mode choke has a highimpedance for common mode noise, butpermits differential current to flow

A common mode choke impedes noise that impacts BOTH lines while allowing currents that are in opposite directions.

differential mode noise

differential mode noise is present on both lines with opposite direction.
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differential-mode noise is on BOTH parallel linesbut in the OPPOSITE directionA differential mode choke has a highimpedance for differential noise, but permitscommon-mode current to flow

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