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Material Type: Assignment; Professor: Herniter; Class: Electronic Device Modeling; Subject: Electrical & Computer Eng.; University: Rose-Hulman Institute of Technology; Term: Spring 2002;
Typology: Assignments
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Problem 1: a) Bias the circuit below to allow a ± 4 volt swing. Design for IC = 1 mA, and use VBE = 0.7 V and ß=150 in your design calculations. Vcc
Vcc
R
Q
R
Rc
b) Verify you bias using PSpice. Use a part called QbreakN and change model parameter BF to 150. See Section 3.E of the PSpice manual for an example. c) By hand, calculate IC and VCE for your bias using ß=300. What is the maximum possible symmetric ± voltage swing allowed by this bias? d) By hand, calculate IC and VCE for your bias using ß=75. What is the maximum possible symmetric ± voltage swing allowed by this bias? e) Create a table with your results from parts a through d. What do you conclude about the stability of this bias due to variations in ß.
Problem 2: Vcc
Vcc
DC = 15 R 24k
Rc
R 180
Q
R 270k
When calculating the maximum swing, assume that VE does not change. a) By hand, calculate IC and VCE for this bias using ß=300. What is the maximum possible symmetric ± voltage swing allowed by this bias? b) By hand, calculate IC and VCE for this bias using ß=75. What is the maximum possible symmetric ± voltage swing allowed by this bias? c) Create a table with your results from parts a and b. What do you conclude about the stability of this bias due to variations in ß.
Problem 3:
I Vee
Vee
Vo
Vcc
V DC = 3
RC
V
V
Vcc
a) Bias the amplifier to allow a ± 4 volt swing at Vo. Design for Ic = 1 mA, and use VBE = 0.7 V and ß=150 in your design calculations, if necessary. b) Verify you bias using PSpice. Use a part called QbreakN and change model parameter BF to 150. See Section 3.E of the PSpice manual for an example. c) By hand, calculate IC and VCE for your bias using ß=300. What is the maximum possible symmetric ± voltage swing allowed by this bias? Do not ignore the base current in this calculation. When calculating the maximum swing, assume that VE does not change. d) By hand, calculate IC and VCE for your bias using ß=75. What is the maximum possible symmetric ± voltage swing allowed by this bias? Do not ignore the base current in this calculation. When calculating the maximum swing, assume that VE does not change. e) Create a table with your results from parts a through d. What do you conclude about the stability of this bias due to variations in ß.