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Root Mean Square .שורש ממוצע הריבועים .נחשב את הערך האפקטיבי של גל סינוס . המבוצע על מחזור אחדRMS של גל מחזורי שווה לערךRMS הוא שורש מסכוםRMS - חישוב ה, שישנם מתחים שלא תלויים אחד בשני – לדוגמא לא באותו תדר :ריבוע המתחים האפקטיביים In the case of a set of n values , the RMS value is given by: The corresponding formula for a continuous function (or waveform) f(t) defined over the interval is In the common case of alternating current when I(t) is a sinusoidal current, as is approximately true for mains power, the RMS value is easy to calculate from the continuous case equation above. If we define Ip to be the peak current, then: where t is time and ω is the angular frequency (ω = 2π/T, whereT is the period of the wave). Since Ip is a positive constant: Using a trigonometric identity to eliminate squaring of trig function: but since the interval is a whole number of complete cycles (per definition of RMS), the sin terms will cancel out, leaving: A similar analysis leads to the analogous equation for sinusoidal voltage: