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J.-B. Seo, S. Srirangarajan, S.-D. Roy, and S. Janardhanan
Course Instructors: J.-B. Seo, S. Srirangarajan, S.-D. Roy, and S. Janardhanan Department of Electrical Engineering, IITD
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Operational Amplifier (741-type)
⑦ ② ⑥ ③ ④
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Operational Amplifier (741-type)
⑦ ② ⑥ ③ ④
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Operational Amplifier (741-type)
⑦ ② ① ④ ③ ② ⑥ ③ ④
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Operational Amplifier (741-type)
⑦ ② ① ④ ③ ② ⑥ ③ ④
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Operational Amplifier (741-type)
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Operational Amplifier (741-type)
It consists of five major functional blocks Current mirror
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Operational Amplifier (741-type)
It consists of five major functional blocks Current mirror Differential amplifier
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Operational Amplifier (741-type)
It consists of five major functional blocks Current mirror Differential amplifier Class A gain stage
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Operational Amplifier (741-type)
It consists of five major functional blocks Current mirror Differential amplifier Class A gain stage Voltage level shifter
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Operational Amplifier (741-type)
It consists of five major functional blocks Current mirror Differential amplifier Class A gain stage Voltage level shifter Output stage (Class AB Amp.)
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Characteristic of an Ideal Op-Amp
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Analog invert(er) amp. (Infinite resistance at input for ideal op-amp )
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Analog invert(er) amp. (Infinite resistance at input for ideal op-amp )
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Analog invert(er) amp. (Infinite resistance at input for ideal op-amp )
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Analog invert(er) amp. (Infinite resistance at input for ideal op-amp )
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Recall the voltage gain for ideal op-amp
Analog invert(er) amp. (Infinite resistance at input for ideal op-amp ) Recall the voltage gain for ideal op-amp
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- Recall the voltage gain for ideal op-amp
Analog invert(er) amp. (Infinite resistance at input for ideal op-amp ) - Recall the voltage gain for ideal op-amp
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- Recall the voltage gain for ideal op-amp
Analog invert(er) amp. (Infinite resistance at input for ideal op-amp ) - Recall the voltage gain for ideal op-amp
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Non-inverting Circuit (p.88)
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Non-inverting Circuit (p.88)
— ① For ideal op-amp, — ② Combining ① and ②, we have
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Non-inverting Circuit (p.88)
— ① For ideal op-amp, — ② Combining ① and ②, we have
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Non-inverting Circuit (p.88)
— ① For ideal op-amp, — ② Combining ① and ②, we have
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Non-inverting Circuit (p.88)
— ① For ideal op-amp, — ② Combining ① and ②, we have
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Non-inverting Circuit (p.88)
— ① For ideal op-amp, — ② Combining ① and ②, we have
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Analysis Circuit with ideal Op-Amp
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Analysis Circuit with ideal Op-Amp
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Analysis Circuit with ideal Op-Amp
For inverting Op-Amp,
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Analysis Circuit with ideal Op-Amp
For inverting Op-Amp, For non-inverting Op-Amp,
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Summing Circuit (p.88)
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Practical Op-Amp: Slew rate
For SR= , find the frequency of the square wave pulse, where the output will be triangular wave with peak voltage of 4V.
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Practical Op-Amp: Slew rate
For SR= , find the frequency of the square wave pulse, where the output will be triangular wave with peak voltage of 4V.
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Practical Op-Amp: Slew rate
For SR= , find the frequency of the square wave pulse, where the output will be triangular wave with peak voltage of 4V.
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Practical Op-Amp: Slew rate
If the required output for the op-amp is 20 kHz sine-wave signal with 10 V peak voltage. Find the minimum acceptable slew rate for the op-amp.
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Practical Op-Amp: Slew rate
If the required output for the op-amp is 20 kHz sine-wave signal with 10 V peak voltage. Find the minimum acceptable slew rate for the op-amp.
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Practical Op-Amp: Slew rate
If the required output for the op-amp is 20 kHz sine-wave signal with 10 V peak voltage. Find the minimum acceptable slew rate for the op-amp.
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Example
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Example
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Example
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Example
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Example
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Voltage follower circuit:
Why do we need? Voltage delivered to the load: LOAD
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Voltage follower circuit:
Why do we need? Voltage delivered to the load: + — LOAD
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Low Pass Filter
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Low Pass Filter
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Low Pass Filter - KCL gives
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Low Pass Filter - KCL gives
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Low Pass Filter - KCL gives - Magnitude of voltage gain:
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Low Pass Filter
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Cascade Low Pass Filter
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Cascade Low Pass Filter
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Cascade Low Pass Filter
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Cascade Low Pass Filter
The magnitude is
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Summing Application: Digital to Analog Converter (DAC)
Convert a digital binary number to the corresponding analog signal
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Summing Application: Digital to Analog Converter (DAC)
Convert a digital binary number to the corresponding analog signal v1 v2 v3 v4 R1 R2 R3 R4
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Summing Application: Digital to Analog Converter (DAC)
Convert a digital binary number to the corresponding analog signal v1 v2 v3 v4 R1 R2 R3 R4
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Summing Application: Digital to Analog Converter (DAC)
Convert a digital binary number to the corresponding analog signal v1 v2 v3 v4 R1 R2 R3 R4
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Summing Application: Digital to Analog Converter (DAC)
Convert a digital binary number to the corresponding analog signal v1 v2 v3 v4 R1 R2 R3 R4
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R-2R Ladder of OP Amp DAC For accurate conversion, the inputs to a summing-circuit DAC would have to be precisely known voltages, a condition that is not required in digital systems. In practice, the R-2R ladder (as shown in fig. ) is far superior.
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R-2R Ladder of OP Amp DAC
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R-2R Ladder of OP Amp DAC
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R-2R Ladder of OP Amp DAC
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R-2R Ladder of OP Amp DAC
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R-2R Ladder of OP Amp DAC
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R-2R Ladder of OP Amp DAC
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R-2R Ladder of OP Amp DAC
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R-2R Ladder of OP Amp DAC
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R-2R Ladder of OP Amp DAC
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R-2R Ladder of OP Amp DAC This circuit provides the desired conversion using only two resistance values
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Example
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Example
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Example
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Example
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Example
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Differential Amplifier
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Differential Amplifier
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Differential Amplifier
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Differential Amplifier
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Differential Amplifier
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Differential Amplifier
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Differential Amplifier
Combining the above two equations yields
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Differential Amplifier
Combining the above two equations yields
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Differential Amplifier
Combining the above two equations yields
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Differential Amplifier
Combining the above two equations yields 0
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Example
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Example
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Example
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Example
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Example
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Practical Op-Amp: Common mode rejection ratio (CMRR)
(ideal op-amp) (practical op-amp) (practical op-amp)
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Practical Op-Amp: Common mode rejection ratio (CMRR)
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