Update for 26-01-22 12:00

tech/AC.wiki

@@ -12,6 +12,8 @@ the power delivery is calculated via
 
 For AC, however, we substitute E with the root mean square (RMS)
 
+=== RMS ===
+
 The RMS can be any value for different waves, however for the most common type
 of wave, the sin wave, we can simply *multiply the peak voltage by 0.707*.
 For example

tech/PEP.wiki

@@ -0,0 +1,44 @@
+= PEP =
+
+Peak envelope delivery or PEP is the average power of onc ecomplete RF cycle at
+the peak of the singal envelope. It is important to note that it IS NOT the
+power at the peak of an RF cycle during a peak of the signal's envelope.
+
+PEP is used as it is a convient way to portray the max power of an amplitude
+modulated signal.
+
+== Calcuation ==
+
+To calculate PEP, you need to know the [[Impedance]] and [[AC#RMS|RMS]].
+You can also calcuate it using the Peak Envelope Power (PEV), or the peak
+amplitude of one side band, or the Peak to Peak voltage (V,,p-p,,). V,,p-p,,
+is found by doubling the PEV, or taking the max voltage of both sidebands.
+
+PEP is euqal to the average power if an amplitude-modulated signal is not
+modulated.
+
+
+The way to calculate it is shown below
+
+PEP = V,,RMS,,^2 / R
+
+PEP = ((0.707 * V,,p-p,,) / 2)^2 / R
+
+PEP = (PEV * 0.707)^2 / R
+
+Where R is the loads [[Impedance]]. For example,
+
+Peak envelope voltage (PEV) is 50V across a 50ohm load. PEP is
+
+PEP = (50 * 0.707)^2 / 50
+
+PEP = 25W
+
+A 50ohm load is dissipating a 1200W PEP, the RMS voltage is
+
+1200 = V,,RMS,,^2 / 50
+
+60000 = V,,RMS,,^2
+
+244.948 = V,,RMS,,
+

tech/electronics.wiki

@@ -39,6 +39,7 @@ Also see
 == AC/Radio ==
 
 * [[AC]]
+* [[PEP]]
 * [[Oscillator]]
 * [[ADC]]
 * [[DAC]]