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Outline
• Review
1/21/2015
• Summary
• Single time Constant (STC) Networks
• Frequency Response of Amplifiers
Outline
1
Single time Constant (STC) Networks
Frequency Response of Amplifiers
Review
1/21/2015
• Voltage Amplifier
• STC Networks
• Frequency Response of Amplifiers
Review
2
Frequency Response of Amplifiers
STC Networks
• This passes low frequency sine wave inputs with little or no attenuation at w= 0
• Attenuates the high frequency input sinusoids
• This is a Low pass Filter
1/21/2015
STC Networks
This passes low frequency sine wave inputs with little or no attenuation at w= 0
Attenuates the high frequency input sinusoids
a Low pass Filter3
Consider the circuit below.
R
CVI
+
_
1( )
1( ) 1OV jw jwC
V jw jwRCRi jwC
Low pass filter circuit
Low Pass FilterConsider the circuit below.
C VO
+
_
1( ) 1V jw jwRC
Low pass filter circuit
Low Pass Filter
1( )
1( ) 1OV jw jwC
V jw jwRCRi jwC
Low Pass Passive Filter
jωSubstituting
1( ) 1V jw jwRC
Low Pass Passive Filter
ω = s
Low Pass Passive Filter
ωSubstituting
ω0 = Corner Frequency
Low Pass Passive Filter
ω0 = 1 / RC
= Corner Frequency
Consider the circuit below.
C
RVi
+
_
( )1( ) 1
OV jw jwRCRV jw jwRCRi jwC
High Pass Filter
High Pass Passive Filter
Consider the circuit below.
VO
+
_
1( ) 1V jw jwRCRV jw jwRC
jwC
High Pass Filter
High Pass Passive Filter
( )1( ) 1
OV jw jwRCRV jw jwRCRi jwC
High Pass Passive Filter
jωSubstituting
( ) 1V jw jwRCV jw jwRC
High Pass Passive Filter
ω = s
High Pass Passive Filter
ωSubstituting
ω0 = Corner Frequency
High Pass Passive Filter
ω0 = 1 / RC
= Corner Frequency
Revisit :Frequency Response of Amplifiers
• A linear amplifier fed at its input with a sinewave signal Vi and frequency
1/21/2015
Revisit :Frequency Response of Amplifiers
A linear amplifier fed at its input with a sine-and frequency ω
13
1/21/2015
Active Filter
Active Element
BJTAmplifier
MOS Amplifier 16
Active Filter
Active Element
MOS Amplifier
OPAMP Amplifier