Frequency Response of Op amp Circuits

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SUMMARY

The discussion focuses on determining the frequency response function of an operational amplifier (op-amp) circuit. The key equation referenced is E_o/E_i = -Zf/Zi, with specific attention to the negative feedback loop characterized by E_o/E_i = -Rf/Rin. A challenge arises regarding the resistor connected to the non-inverting input, which lacks a loop structure. It is concluded that this resistor can often be ignored, particularly in circuits using CMOS op-amps due to their minimal input bias currents.

PREREQUISITES
  • Understanding of operational amplifier configurations and feedback mechanisms
  • Familiarity with frequency response analysis in electrical circuits
  • Knowledge of impedance (Zf and Zi) in circuit analysis
  • Basic principles of input bias currents in op-amps
NEXT STEPS
  • Research the frequency response of non-inverting op-amp configurations
  • Study the effects of input bias currents on op-amp performance
  • Learn about the role of feedback resistors in op-amp circuits
  • Explore CMOS op-amp characteristics and their impact on circuit design
USEFUL FOR

Electrical engineers, students studying circuit design, and anyone involved in analyzing or designing op-amp circuits will benefit from this discussion.

mzon13
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1. Homework Statement
For this problem, the diagram of the circuit is attached. It was assigned to find the frequency response function of the circuit.2. Homework Equations
E_o/E_i= -Zf/Zi3. The Attempt at a Solution
I know for the top branch of the circuit, it has a negative feedback loop so therefore its:
E_o/E_i = -Rf/Rin

The problem I am having is with the resistor connected to the non inverting input. Since it doesn't have a loop structure, I question what it's output is and how to account for that in my frequency response function. The only examples I have found are of differential amplifiers. However those have two resistors that end up being connected to ground. Any assistance is appreciated.
 

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mzon13 said:
1. Homework Statement
For this problem, the diagram of the circuit is attached. It was assigned to find the frequency response function of the circuit.


2. Homework Equations
E_o/E_i= -Zf/Zi


3. The Attempt at a Solution
I know for the top branch of the circuit, it has a negative feedback loop so therefore its:
E_o/E_i = -Rf/Rin

The problem I am having is with the resistor connected to the non inverting input. Since it doesn't have a loop structure, I question what it's output is and how to account for that in my frequency response function. The only examples I have found are of differential amplifiers. However those have two resistors that end up being connected to ground. Any assistance is appreciated.

Welcome to the PF.

The resistor at the + input is just there to help balance out the parasitic input offset voltage due to the input bias currents. It is often omitted with CMOS opamps, since their input bias currents are so small. The value of the resistor at the + input is often the parallel combination of the Ri and Rf resistors.

So you should be able to ignore the resistor at the + input, IMO, for the purposes of calculating the frequency response of this circuit. Given that, how will you go about calculating the frequency response of this opamp circuit?
 
How much info were you given about the opamp itself?
 

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