2. Consider the variable gain amplifier circuit below. Varying the input VG will let the non-inverting amplifier have a variable gain. Let Võ = 4V, k = 1 mA/v2, 1V ≤ v¡ ≤ 2V and OV ≤ Vg ≤ 12V. U1 Vi o Vo 100 + www 1k VG OM M1 a. Find the range of values for VG such that M1 will always operate in the linear region. b. Using the range of values in a, what is the amplifier gain Ay = range? Vi C. Plot vo when VG = 10V and v; is a 1-2 V, 1kHz triangular wave.

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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2. Consider the variable gain amplifier circuit below. Varying the input VG will let the non-inverting
amplifier have a variable gain. Let Võ = 4V, k = 1 mA/v2, 1V ≤ v¡ ≤ 2V and OV ≤ Vg ≤
12V.
U1
Vi o
Vo
100
+
www
1k
VG OM
M1
a. Find the range of values for VG such that M1 will always operate in the linear region.
b. Using the range of values in a, what is the amplifier gain Ay = range?
Vi
C. Plot vo when VG = 10V and v; is a 1-2 V, 1kHz triangular wave.
Transcribed Image Text:2. Consider the variable gain amplifier circuit below. Varying the input VG will let the non-inverting amplifier have a variable gain. Let Võ = 4V, k = 1 mA/v2, 1V ≤ v¡ ≤ 2V and OV ≤ Vg ≤ 12V. U1 Vi o Vo 100 + www 1k VG OM M1 a. Find the range of values for VG such that M1 will always operate in the linear region. b. Using the range of values in a, what is the amplifier gain Ay = range? Vi C. Plot vo when VG = 10V and v; is a 1-2 V, 1kHz triangular wave.
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