Q 1: a- Compute the voltage gain G, and then the output voltage Vout for the inverting op amp circuit shown in Figure 1, given that Vin = 1mV. Plot Vin and Vaut as versus time on the same set of axes. for the inverting op amp b- Compute the voltage gain G, and then the output voltage V, circuit shown in Figure 1, given that Vn = sin(t) mV. Plot Vn and Von the same set of axes. out as versus time on out Rin Rr 120 KO| Vin 20 K2 out Figure 1: inverting op-amp

Q 1: a- Compute the voltage gain G, and then the output voltage Vout for the inverting op amp circuit shown in Figure 1, given that Vin = 1mV. Plot Vin and Vaut as versus time on the same set of axes. for the inverting op amp b- Compute the voltage gain G, and then the output voltage V, circuit shown in Figure 1, given that Vn = sin(t) mV. Plot Vn and Von the same set of axes. out as versus time on out Rin Rr 120 KO| Vin 20 K2 out Figure 1: inverting op-amp

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Concept explainers

Multistage Amplifier

The multistage amplifier is generally a voltage or power amplifier. The multistage amplifier has a number of single stage amplifier that are cascaded together. Since a single stage amplifier output is not useful, they are being replaced with multistage amplifiers or multistage transistor amplifiers. The multistage amplifier are used where the gain required is high or the input signal is very small such that only a single stage amplifier cannot amplify it.

Question

100%

Q 1:
a- Compute the voltage gain G, and then the output voltage Vout for the inverting op amp
circuit shown in Figure 1, given that Vin = 1mV. Plot Vin and Vaut as versus time on the
same set of axes.
for the inverting op amp
b- Compute the voltage gain G, and then the output voltage V,
circuit shown in Figure 1, given that Vn = sin(t) mV. Plot Vn and Von
the same set of axes.
out
as versus time on
out
Rin
Rr° 120 K2|
Vin 20 K2
out
Figure 1: inverting op-amp

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The voltage signals VA and VB from two sensors need to be conditioned to obtain an output voltage Vout= A(VA - VB), where A is an amplification terms that can be adjusted between 0 and 100 using a potentiometer. c) The obtained signal needs to be filtered to attenuate high frequency noise. Which of the following circuits using ideal op-amps is the most appropriate for this function and why? Input C R CIRCUIT 1 Output Input R CIRCUIT 2 Output Input m R R CIRCUIT 3 Output
Draw the circuit diagram of the basic noninverting amplifier configuration. Give an expression for the closed-loop voltage gain of the circuit in terms of the resistances, assuming an ideal op amp. Give expressions for the input impedance and output impedance of the circuit.
OAP 2 ( (a) Design a circuit which provides a gain of -5 V/V for an input voltage source vs. You have an op-amp powered at VDD = +5 V and Vss = -5 V. Design your circuit such that 1 µA is drawn from the input vs when Vs = 200 mV. Include a drawing of the circuit and label all resistors that you use with their respective values. (b) What is the op-amp output voltage when vs = 200 mV? OAP 3 (a) Design a circuit that provides a gain of +10 V/V for an input signal vs. Use 100 kn as the smaller/smallest resistor value in your design. Include a drawing of the circuit and label all resistors that you use with their respective values. (b) Assume the op-amp is powered at VDD = +15 V and Vss = -15 V. At what positive and negative values of vs will the output vo be +/-15 V? (c) What will happen if the values of vs go beyond the values from (b)?
2. One of the earliest uses of operational amplifiers (OPAMPS) is to perform mathematical operations on analog signals. Of the two OPAMP circuits shown below, one of them is known as an analog differentiator while the other an analog integrator. Analyse these circuits to discover why by finding an equation for their output VOUT in terms of their time-varying input VIN(t). (You may assume the OPAMPS are ideal.) VIN(t) RF Circuit A ☑ RF VOUT VIN(t) Circuit B VOUT