Our dialogue elements:- What is an RC Circuit , Series RC Circuit, Series RC Circuit Diagram, Parallel RC Circuit, Parallel RC Circuit Diagram, Applications of RC Circuits, Summary, Conclusion.
What is an RC Circuit: -
An RC circuit is an electrical circuit composed of two
passive elements:
- R = Resistor, which opposes the glide of cutting-edge.
- C = Capacitor, which stores electrical power in the form of an electric charge.
These additives may be connected in:
- Series (Series RC Circuit)
- Parallel (Parallel RC Circuit)
RC circuits are mainly beneficial in conditions in which
time-based conduct is important, along with charging and discharging of
capacitors.
Series RC Circuit: -
In a chain RC circuit, the resistor and capacitor are
related in a single path, and the equal present-day flows via both.
Series RC Circuit Diagram: -

KVL Equation (DC Analysis):
When a DC voltage supply is hooked up:
- V = VR+VC = IR+(1/C)∫I dt
When the switch is closed, the capacitor begins to charge,
and the voltage throughout it builds up steadily. The cutting edge starts evolving and increases exponentially and reduces exponentially.
Time Constant (τ): -
The time steady (τ) of an RC circuit defines how quickly the capacitor fees or discharges.
τ = R × C
This fee tells us how long it takes for the voltage or current to exchange extensively (about 63.2% of the way to its final value).After 1τ, the capacitor costs 63.2% of the supply voltage.
After 5τ, the capacitor is taken into consideration as charged
or discharged (over 99%).
Parallel RC Circuit: -
In a parallel RC circuit, the resistor and capacitor are
related through an equal voltage source.
Parallel RC Circuit Diagram: -

Current Calculation:
The general current (I) is the sum of currents via the
resistor and the capacitor:
I total = IR IC
- IR = V/R
- IC = C × dV/dt
The capacitor resists changes in voltage, so whilst a
voltage is implemented or changed, it draws or the elements that rely on the course of the voltage change.
Applications of RC Circuits: -
RC circuits are used in a wide variety of electronic and electrical applications:
Application |
Description |
Signal
Filtering |
Remove
unwanted frequencies |
Timing
Circuits |
Generate
accurate time delays |
Pulse Shaping |
Modify
waveform shapes |
Oscillators |
Used in RC
phase shift oscillators |
Sensor
Circuits |
Debounce
switches, smooth inputs |
Analog
Integrators |
Convert
signals into integrals |
Audio
Circuits |
Tone control,
frequency shaping |
Summary: -
Parameter |
Series RC
Circuit |
Parallel
RC Circuit |
Components |
R and C in
series |
R and C in
parallel |
Time Constant
(τ) |
RC |
RC |
Voltage Behaviour |
Increases/decreases
exponentially |
Same across
both components |
Current Behaviour |
Common in
branch |
Splits
between R and C |
Application |
Filters,
timers, delays |
Frequency
response design |
No comments:
Post a Comment