Vin R arcuit: If we apply a sinusoidal input voltage, V₁, the Vout output voltage, VIN, will be sinusoidal as well. The frequency of Vour and VN will be identical, but the amplitude and phase angle of Vour will vary from as described by: If VIN = A sin(wt) then VouT= A, sin(wt + p) The frequency response plot is a plot of A, /A, versus w. The ratio of A/A is referre to as a "transfer function" (how much of the amplitude of the input is "transferred" to
Vin R arcuit: If we apply a sinusoidal input voltage, V₁, the Vout output voltage, VIN, will be sinusoidal as well. The frequency of Vour and VN will be identical, but the amplitude and phase angle of Vour will vary from as described by: If VIN = A sin(wt) then VouT= A, sin(wt + p) The frequency response plot is a plot of A, /A, versus w. The ratio of A/A is referre to as a "transfer function" (how much of the amplitude of the input is "transferred" to
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
Related questions
Question
![20
230
40
50
Vin
H=-
My
R
If VIN = A sin(wt) then Vour = A, sin(wt + p)
The frequency response plot is a plot of A, / A versus w. The ratio of A, / A is referred
to as a "transfer function" (how much of the amplitude of the input is "transferred" to
the output). It is usually plotted on semi-log paper. In ENGR 204 and ENGR 251 the
equation that describes the transfer function is:
where H = the ratio of A./A
√1 + (RC)²
Usually His expressed in decibels as Hoe = 20 log₁0 (H) = 20 log₁0
Low PRCF Tunction
O
The phase angle, D, can be expressed as = -tan¹ (RCw)
Write a MATLAB script that will ask the user for the following information:
a. The resistance R (in ohms)
b. The capacitance (in far ads)
c. The starting frequency (w) in radians/sec
d. The ending frequency (w₂) in radians/sec
Low PRCF Phase Angle
16²
Phase
-10-
1. (is) 1Tits) The circuit shown below is an RC
circuit:
30-
If we apply a sinusoidal input voltage, V, the
out output voltage, VIN will be sinusoidal as well. The
frequency of Vour and VN will be identical, but the
amplitude and phase angle of Vour will vary from VIN
as described by:
-30
-20
1+ (RC)
After the user enters the above data
use the subplot command to plot two
charts: the transfer function Hoe and
the phase angle up as functions of w
on semilog graphs.
For R = 10KS2, C = 0.1μF, ₁-1
rad/sec, and w₂1 Mrad/sec you
should generate the plots to the left.
Make sure your plots have the same
overall title and x/y-axis titles as the
graphs to the left for full credit](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa36491c9-64e8-4e06-9f26-93a988555295%2F333be5b9-8a7d-4fc8-afe2-20d2d6ac1f55%2Fanj9x3fo_processed.jpeg&w=3840&q=75)
Transcribed Image Text:20
230
40
50
Vin
H=-
My
R
If VIN = A sin(wt) then Vour = A, sin(wt + p)
The frequency response plot is a plot of A, / A versus w. The ratio of A, / A is referred
to as a "transfer function" (how much of the amplitude of the input is "transferred" to
the output). It is usually plotted on semi-log paper. In ENGR 204 and ENGR 251 the
equation that describes the transfer function is:
where H = the ratio of A./A
√1 + (RC)²
Usually His expressed in decibels as Hoe = 20 log₁0 (H) = 20 log₁0
Low PRCF Tunction
O
The phase angle, D, can be expressed as = -tan¹ (RCw)
Write a MATLAB script that will ask the user for the following information:
a. The resistance R (in ohms)
b. The capacitance (in far ads)
c. The starting frequency (w) in radians/sec
d. The ending frequency (w₂) in radians/sec
Low PRCF Phase Angle
16²
Phase
-10-
1. (is) 1Tits) The circuit shown below is an RC
circuit:
30-
If we apply a sinusoidal input voltage, V, the
out output voltage, VIN will be sinusoidal as well. The
frequency of Vour and VN will be identical, but the
amplitude and phase angle of Vour will vary from VIN
as described by:
-30
-20
1+ (RC)
After the user enters the above data
use the subplot command to plot two
charts: the transfer function Hoe and
the phase angle up as functions of w
on semilog graphs.
For R = 10KS2, C = 0.1μF, ₁-1
rad/sec, and w₂1 Mrad/sec you
should generate the plots to the left.
Make sure your plots have the same
overall title and x/y-axis titles as the
graphs to the left for full credit
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