Standard Resistor Values (±5%) 10 10 100 1.OK 10к 100K 1.0M 1.1 11 110 1.IK 11K 110K 1.IM 1.2 12 120 1.2K 12K 120K 1.2M 1.3 13 130 1.3K 13K 130K 1.3M 1.5 15 150 1.5K 15K 150K 1.5M 1.6 16 160 1.6K 16K 160K 1.6M 1.8 18 180 1.8K 18K 180K 1.8M 20 20 200 2.0K 20K 200K 2.0M 2.2 22 220 2.2K 22K 220K 2.2M 24 24 240 2.4K 24K 240K 2.4M 2.7 27 270 2.7K 27K 270K 2.7M 3.0 30 300 3.0K 30K 300K 3.0M 3.3 33 330 3.3K 33K 330K 3.3M 3.6 36 360 3.6K 36K 360к 3.6M 39 39 390 3.9K 39K 390K 3.9M 4.3 43 430 4.3K 43K 430K 4.3M 4.7 47 470 4.7K 47K 470K 4.7M 5.1 51 510 5.IK 51K 510K 5.IM 5.6 56 560 5.6K 56K 560K 5.6M 62 62 620 6.2K 62K 620K 6.2M 6.8 68 680 6.К 68K 680K 6.8M 7.5 75 750 7.5K 75K 750K 7.5M 8.2 82 820 8.2K 82K 820K 8.2M 9.1 91 910 9.1K 91K 910K 9.IM Standard Capacitor Values (±10%) 10pF 100pF 1000pF 010μF .10µF 1.0µF 10με 12pF 120pF 1200pF 012µF .12µF 1.2µF 15pF 150pF 1500pF 015 F 15µF 1.5µF 18pF 180pF 1800pF 018 F .18µF 1.8µF 22pF 220pF 2200pF 022uF .22pF 2.2µF 22µF 27pE 270pF 2700pF 027μF .27μF 2.7µF 33pF 330pF 3300pF 033μF .33µF 3.3µF 33µF 39pF 390pF 3900pF 039UF 39 F 3.9µF 17pF 470pF 4700pF 047μF .47µF 4.7µF 47uF 56pl 560pF 5600pF 056μF .56µF 5.6 F 68pF 680pF 6800pF 068µF .68µF 6.8 F Rd Dz ww Discharging Path Charging Path R₂ D₁ -V. Vc=V₂ 2 4 6 3 7 + V₁ max O/P *V R₁ R₂ +V Design a waveform generator with variable duty cycles by utilizing the knowledge acquired from the transient analysis of an RC circuit. 1. Design a waveform generator for 1 KHz and duty cycles: 70%, 60%, 40%, and 10%. 2. You are given a 741 operational amplifier, a 0.068 uF capacitor, and resistors with standard values (see the Table at the end of this assignment). 3. Use a = 0.5.4. Use the design equations (3) through (6) to compute any remaining parameters or component values to complete your design. 5. Measure the output of the Op amp and the voltage across the capacitor using an oscilloscope. α Rz R₁ + R₁₂ (3) we need to compute charging and discharging times (t, and t₁ = R C In (4) ta-Ra C In C In [1 +1 1 (5) T= (teta)=(R+Ra) C In C In [+] (6)

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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Related questions
Question
Standard Resistor Values (±5%)
10
10
100
1.OK
10к
100K
1.0M
1.1
11
110
1.IK
11K
110K
1.IM
1.2
12
120
1.2K
12K
120K
1.2M
1.3
13
130
1.3K
13K
130K
1.3M
1.5
15
150
1.5K
15K
150K
1.5M
1.6
16
160
1.6K
16K
160K
1.6M
1.8
18
180
1.8K
18K
180K
1.8M
20
20
200
2.0K
20K
200K
2.0M
2.2
22
220
2.2K
22K
220K
2.2M
24
24
240
2.4K
24K
240K
2.4M
2.7
27
270
2.7K
27K
270K
2.7M
3.0
30
300
3.0K
30K
300K
3.0M
3.3
33
330
3.3K
33K
330K
3.3M
3.6
36
360
3.6K
36K
360к
3.6M
39
39
390
3.9K
39K
390K
3.9M
4.3
43
430
4.3K
43K
430K
4.3M
4.7
47
470
4.7K
47K
470K
4.7M
5.1
51
510
5.IK
51K
510K
5.IM
5.6
56
560
5.6K
56K
560K
5.6M
62
62
620
6.2K
62K
620K
6.2M
6.8
68
680
6.К
68K
680K
6.8M
7.5
75
750
7.5K
75K
750K
7.5M
8.2
82
820
8.2K
82K
820K
8.2M
9.1
91
910
9.1K
91K
910K
9.IM
Standard Capacitor Values (±10%)
10pF
100pF
1000pF
010μF
.10µF
1.0µF
10με
12pF
120pF
1200pF
012µF
.12µF
1.2µF
15pF
150pF
1500pF
015 F
15µF
1.5µF
18pF
180pF
1800pF
018 F
.18µF
1.8µF
22pF
220pF
2200pF
022uF
.22pF
2.2µF
22µF
27pE
270pF
2700pF
027μF
.27μF
2.7µF
33pF
330pF
3300pF
033μF
.33µF
3.3µF
33µF
39pF
390pF
3900pF
039UF
39 F
3.9µF
17pF
470pF
4700pF
047μF
.47µF
4.7µF
47uF
56pl
560pF
5600pF
056μF
.56µF
5.6 F
68pF
680pF
6800pF
068µF
.68µF
6.8 F
Transcribed Image Text:Standard Resistor Values (±5%) 10 10 100 1.OK 10к 100K 1.0M 1.1 11 110 1.IK 11K 110K 1.IM 1.2 12 120 1.2K 12K 120K 1.2M 1.3 13 130 1.3K 13K 130K 1.3M 1.5 15 150 1.5K 15K 150K 1.5M 1.6 16 160 1.6K 16K 160K 1.6M 1.8 18 180 1.8K 18K 180K 1.8M 20 20 200 2.0K 20K 200K 2.0M 2.2 22 220 2.2K 22K 220K 2.2M 24 24 240 2.4K 24K 240K 2.4M 2.7 27 270 2.7K 27K 270K 2.7M 3.0 30 300 3.0K 30K 300K 3.0M 3.3 33 330 3.3K 33K 330K 3.3M 3.6 36 360 3.6K 36K 360к 3.6M 39 39 390 3.9K 39K 390K 3.9M 4.3 43 430 4.3K 43K 430K 4.3M 4.7 47 470 4.7K 47K 470K 4.7M 5.1 51 510 5.IK 51K 510K 5.IM 5.6 56 560 5.6K 56K 560K 5.6M 62 62 620 6.2K 62K 620K 6.2M 6.8 68 680 6.К 68K 680K 6.8M 7.5 75 750 7.5K 75K 750K 7.5M 8.2 82 820 8.2K 82K 820K 8.2M 9.1 91 910 9.1K 91K 910K 9.IM Standard Capacitor Values (±10%) 10pF 100pF 1000pF 010μF .10µF 1.0µF 10με 12pF 120pF 1200pF 012µF .12µF 1.2µF 15pF 150pF 1500pF 015 F 15µF 1.5µF 18pF 180pF 1800pF 018 F .18µF 1.8µF 22pF 220pF 2200pF 022uF .22pF 2.2µF 22µF 27pE 270pF 2700pF 027μF .27μF 2.7µF 33pF 330pF 3300pF 033μF .33µF 3.3µF 33µF 39pF 390pF 3900pF 039UF 39 F 3.9µF 17pF 470pF 4700pF 047μF .47µF 4.7µF 47uF 56pl 560pF 5600pF 056μF .56µF 5.6 F 68pF 680pF 6800pF 068µF .68µF 6.8 F
Rd
Dz
ww
Discharging
Path
Charging
Path
R₂
D₁
-V.
Vc=V₂
2
4
6
3
7
+
V₁
max
O/P
*V
R₁
R₂
+V
Design a waveform generator with variable duty cycles by utilizing the knowledge acquired from
the transient analysis of an RC circuit.
1. Design a waveform generator for 1 KHz and duty cycles: 70%, 60%, 40%, and 10%.
2. You are given a 741 operational amplifier, a 0.068 uF capacitor, and resistors with standard
values (see the Table at the end of this assignment).
3. Use a = 0.5.4. Use the design equations (3) through (6) to compute any remaining parameters
or component values to complete your design.
5. Measure the output of the Op amp and the voltage across the capacitor using an oscilloscope.
α
Rz
R₁ + R₁₂
(3)
we need to compute charging and discharging times (t, and
t₁ = R C In
(4)
ta-Ra C In
C In [1 +1 1
(5)
T= (teta)=(R+Ra) C In
C In [+]
(6)
Transcribed Image Text:Rd Dz ww Discharging Path Charging Path R₂ D₁ -V. Vc=V₂ 2 4 6 3 7 + V₁ max O/P *V R₁ R₂ +V Design a waveform generator with variable duty cycles by utilizing the knowledge acquired from the transient analysis of an RC circuit. 1. Design a waveform generator for 1 KHz and duty cycles: 70%, 60%, 40%, and 10%. 2. You are given a 741 operational amplifier, a 0.068 uF capacitor, and resistors with standard values (see the Table at the end of this assignment). 3. Use a = 0.5.4. Use the design equations (3) through (6) to compute any remaining parameters or component values to complete your design. 5. Measure the output of the Op amp and the voltage across the capacitor using an oscilloscope. α Rz R₁ + R₁₂ (3) we need to compute charging and discharging times (t, and t₁ = R C In (4) ta-Ra C In C In [1 +1 1 (5) T= (teta)=(R+Ra) C In C In [+] (6)
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