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7/26/2019 Resonance and Filters
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esonanc
e&
Filters
7/26/2019 Resonance and Filters
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Resonanc
e
7/26/2019 Resonance and Filters
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Resonance
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Resonance
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Resonant
circuit
Is a circuit that achieves resonant condition by
varying the sources frequency.
Resonant
circuit
7/26/2019 Resonance and Filters
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T une d c i r c ui t
Is a circuit thatachieves resonantcondition by varying acircuit parameter
(either L or C).
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Imag [Zeg] = Imag [Yeg] = 0
ResonantCondition
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ResonantCondition
2. The magnitude o the
e!uivalent impedance (oradmittance) is either
"#$I"%"
"II"%"
or series resonance
or parallel or anti'resonance
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at resonance the circuit acts as alo impedance and re!uencyselective netor
Resonant Fre!uency*r (+,) -
here/ L - inductance ( + )
C - capacitance ( F )
01RI10 Resonance
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$L
$c.
2.Circuit impedance (3) is minimum
4 3o 4
R "II"%"
Characteristics o 0eries Resonance
01RI10 Resonance
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5. Current (I) is ma6imum
Io "#$I"%"
Characteristics o 0eries Resonance
01RI10 Resonance
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CAPACII!"
#"$I$I!"
Characteristics o 0eries Resonance
01RI10 Resonance
I%&'CI!"
P(A$" A%)*"
+#", -hZfr
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/. is resistive
. At 1 is inductive
2. At 1 is ca3acitive
3
3re! 7 r
3re! 8 r
Characteristics o 0eries Resonance
01RI10 Resonance
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also non as Figure o "erit
it reers to the 9goodness: o a reactive
component In series circuit/ the voltagemagni;cation actor at the time oresonance
<uality Factor (,)
<
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<
<
- -
-
<uality Factor (,)
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# range o re!uencies taenbeteen to'hal poer pointshich operation is satisactory.
=andidth* = (+,)
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# ord o caution is in order ith series LCresonant circuits/ because o the high
currents hich may be present in a series LCcircuit at resonance* it is possible to producedangerously high voltage drops across thecapacitor and the inductor* as eachcomponent possesses signi;cant impedance.
Resonant Rise in >oltage across L
or C
> L - >c - (<
6 >s )
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?#R#LL1L Resonance At resonance1 the circuit acts as a highim3edance and a frequency se4ective net5or6
Vs R L C
Theoretical ?arallel Resonant
Circuit
Resonant Fre!uency
r (+,) -
here/ L - inductance( + ) C - capacitance( F )
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.Circuit impedance (3) is
3 R
"#$I"%"
2.Total current (I) is "II"%"
?#R#LL1L ResonanceCharacteristics of a heoretica4 Para44e4 #esonant
circuit
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?#R#LL1L ResonanceCharacteristics of a heoretica4 Para44e4 #esonant
circuit
CAPACII!"
#"$I$I!"
I%&'CI!"
P(A$" A%)*"
+#", -(7r
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8. is resistive
/. At 1 isca3acitive
. At 1 is
inductive
3
3re! 7 r
3re! 8 r
?#R#LL1L ResonanceCharacteristics of a heoretica4 Para44e4 #esonant
circuit
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<uality Factor (,) also non as Figure o "erit
In parallel circuit/ the current magni;cationactor at the time o resonance.
<
<
-
-
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=andidth* = (+,)
VsL
C
I (t)
Theoretical ?arallel Resonant Circuit