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This document provides a concise overview of alternating current (AC) and direct current (DC), covering sinusoidal AC, frequency, angular frequency, and peak values. It explains AC's mean and root-mean-square (RMS) values, and power dissipation in resistors. Rectification processes are detailed, including half-wave and full-wave rectification using diodes and bridge rectifiers. Smoothing techniques using capacitors to improve DC output are also discussed. This resource is suitable for high school and early university-level physics courses, offering clear explanations and diagrams to aid understanding of AC circuits and rectification methods.
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Iorv ^ (^) I % ✓
time
"" ITV Iorv on
.
time ITV sinusoidal a.^ C^ Current only flows^ in
time
r
equal
→ So^ Mean^ value^ of^ sinusoidal^ A^
Mean (^) power of^ sinusoidal^ A -^ C → (^) Equation of^ power dissipated in^ a^ load^ CR) (^) is (^) P= IZR In I^ = (^) Io sin ( wt) t II
t^ →^ So^ mean power is^ not Zero
Ir.ms =
V. (^) Ñ = T-r.ms ✗^ Vr.ms P.^ =^ I. "
15 =^ Ii.ms^ ✗^
P (^). = ¥ F =^ V-r.is
Relationship b/w^ peak
2 Proof : § (^) = Ir.m.^ , ✗^ R^ ,^ Po^ =^
2
P (^). = (^2) ✗ (^) (II.^ mis ✗^ '2) pp
. =^2 ×^15 → so^ peak power is twice of (^) mean (^) power or
half of^ peak power.
→ A^ diode^ allows^ the^ current^ to^ flow^ in^ one^ direction^ only^. → (^) when (^) current is in (^) opposite direction (^) , resistance of diode becomes (^) very high and^ little^ to^ no^ current^ flows^.
the (^) power from^ a-^ c power supply^. Rest is^ wasted^ as
diode r
← voltmeter (^) > 0 or (^) time
→ we (^) use a bridge rectifier , it's made up of 4 diodes A I (^) ^2
D B (^3) /
4 C
a voltmeter 0 or
time
(b) 2nd^ half^ of^ the^ period . A < \
, s (^7)
^ I 0 - c r 7 time
→ The^ d.c^ obtained^ after^
→ (^) By connecting^ a^ capacitor in^ parallel with the^ load^ ,^ R^ ,
Capacitor symbl^ : ÷ ◦ D i i. u (^) _ " I ◦ B C g R ,
→ The (^) degree of (^) smoothing can be increased (^) by using a capacitor of^ greater^ capacitance r r Att , time time with smaller with (^) larger