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Alternating Current, Voltage & Terminologies| ALTERNATING CURRENT Physics 12 | Ch 20 | NBF | FBISE

Alternating current

Class 12 Physics

FSc Part 2 Physics

AC voltage

sinusoidal waveform

peak value

root mean square

RMS current

RMS voltage

power in AC

average power

maximum power

chapter 20 physics

FBISE Physics

NBF Physics Book

alternating voltage

Physics Terminologies

sinusoidal current

FSc 2nd year

physics board exam preparation

Автор: SIR ANJUM TEACHES

Загружено: 2025-07-24

Просмотров: 2148

Описание: Alternating Current, Voltage & Terminologies| ALTERNATING CURRENT Physics 12 | Ch 20 | National Book Foundation | Federal board

#FederalBoard #ModelTownHumak #EducationalChannel #siranjumteaches #nationalbookfoundation

In this lecture, we explore *Sinusoidal Alternating Current and Voltage* in detail, as per the **FBISE & Punjab Board Physics Class 12 curriculum (NBF Book)**. This topic is essential to understand how AC systems function in real-world applications, such as electricity supply and AC generators.

🔹 *Sinusoidal Alternating Current / Voltage:*
An AC generator produces the current or voltage of the form:
x = x₀ sin(ωt)
Here, x is the instantaneous value of current or voltage.
x₀ is the *peak (maximum)* value.
ω is the **angular frequency**.
For current: I = I₀ sin(ωt)
For voltage: V = V₀ sin(ωt)

The waveform is a **sine wave**, generated by rotating a coil in a magnetic field. This waveform:
✔ Changes polarity regularly
✔ Varies smoothly in magnitude
✔ Crosses zero rapidly and peaks slowly

🔹 *AC Terminologies Explained:*
*Cycle:* One complete waveform of positive and negative values
*Time Period (T):* Time for one full cycle
*Frequency (f):* Number of cycles per second (Hertz)
*Average Value:* Not used in power calculations for sine waves, since average over one cycle is zero
*Peak Value (x₀):* The highest positive/negative value in a cycle
*Root Mean Square (RMS) Value:* Equivalent DC value producing same heat:
I_rms = I₀ / √2
V_rms = V₀ / √2
RMS value is used in practical power ratings.

🔹 *Power in AC Circuits:*
Mean (average) power in a resistive load is:
P = (1/2) I₀² R
This shows that average power is *half* of maximum power in purely resistive AC circuits.

📚 This video is ideal for:
Class 12 Physics students (FSc Part 2)
Students of FBISE / Punjab Boards
MDCAT & ECAT aspirants
Anyone needing conceptual clarity on *AC physics*

🎥 Don't forget to like, share, and subscribe for more Physics lessons with Sir Anjum.
#AlternatingCurrent #Physics12 #FScPhysics #SinusoidalVoltage #VoltageAndCurrent #RMSValue #PeakValue #PhysicsLecture #FBISE #NBFPhysics #Class12Physics #ACWaveform #RootMeanSquare #PowerInAC #FScChapter20 #AlternatingVoltage #FScBoardExam #PhysicsChapter20 #PhysicsWithGraphs #NBFClass12Physics #FScPart2

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Alternating Current, Voltage & Terminologies| ALTERNATING CURRENT Physics 12 | Ch 20 | NBF | FBISE

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