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Identify the nature of feedback in Figure-1.Let Rc1=3KΩ, Rc2=500Ω, RE=50Ω, Rs=Rf=1.2K Ω, hfe=50, hie=1.1K Ω, hre=hoe=0. Determine overall voltage gain (Avf), overall current gain (Aif), input impedance(Rif) and impedance(Rof).?
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Identify the nature of feedback in Figure-1.Let Rc1=3KΩ, Rc2=500Ω, RE=...
Feedback in Figure-1:
The feedback in Figure-1 is negative feedback.
Given Values:
Rc1 = 3KΩ
Rc2 = 500Ω
RE = 50Ω
Rs = Rf = 1.2KΩ
hfe = 50
hie = 1.1KΩ
hre = hoe = 0
Overall Voltage Gain (Avf):
The overall voltage gain (Avf) can be calculated using the formula:
Avf = - (Rf / Rs) * (Rc2 / Rc1)
Here, Rf = Rs = 1.2KΩ, Rc2 = 500Ω, and Rc1 = 3KΩ.
Avf = - (1.2KΩ / 1.2KΩ) * (500Ω / 3KΩ)
= - (1) * (0.1667)
= -0.1667
Therefore, the overall voltage gain (Avf) is -0.1667.
Overall Current Gain (Aif):
The overall current gain (Aif) can be calculated using the formula:
Aif = - (hfe / (1 + hfe * (Rc2 / RE)))
Here, hfe = 50, Rc2 = 500Ω, and RE = 50Ω.
Aif = - (50 / (1 + 50 * (500Ω / 50Ω)))
= - (50 / (1 + 50 * 10))
= - (50 / (1 + 500))
= - (50 / 501)
≈ -0.0998
Therefore, the overall current gain (Aif) is approximately -0.0998.
Input Impedance (Rif):
The input impedance (Rif) can be calculated using the formula:
Rif = hie / (1 + hfe * (Rc2 / RE))
Here, hie = 1.1KΩ, hfe = 50, Rc2 = 500Ω, and RE = 50Ω.
Rif = 1.1KΩ / (1 + 50 * (500Ω / 50Ω))
= 1.1KΩ / (1 + 50 * 10)
= 1.1KΩ / (1 + 500)
= 1.1KΩ / 501
≈ 2.1956Ω
Therefore, the input impedance (Rif) is approximately 2.1956Ω.
Output Impedance (Rof):
The output impedance (Rof) can be calculated using the formula:
Rof = (Rc1 || (Rc2 / (1 + hfe))) + RE
Here, Rc1 = 3KΩ, Rc2 = 500Ω, hfe = 50, and RE = 50Ω.
Rof = (3KΩ || (500Ω / (1 + 50))) + 50Ω
= (3KΩ ||
The feedback in Figure-1 is negative feedback.
Given Values:
Rc1 = 3KΩ
Rc2 = 500Ω
RE = 50Ω
Rs = Rf = 1.2KΩ
hfe = 50
hie = 1.1KΩ
hre = hoe = 0
Overall Voltage Gain (Avf):
The overall voltage gain (Avf) can be calculated using the formula:
Avf = - (Rf / Rs) * (Rc2 / Rc1)
Here, Rf = Rs = 1.2KΩ, Rc2 = 500Ω, and Rc1 = 3KΩ.
Avf = - (1.2KΩ / 1.2KΩ) * (500Ω / 3KΩ)
= - (1) * (0.1667)
= -0.1667
Therefore, the overall voltage gain (Avf) is -0.1667.
Overall Current Gain (Aif):
The overall current gain (Aif) can be calculated using the formula:
Aif = - (hfe / (1 + hfe * (Rc2 / RE)))
Here, hfe = 50, Rc2 = 500Ω, and RE = 50Ω.
Aif = - (50 / (1 + 50 * (500Ω / 50Ω)))
= - (50 / (1 + 50 * 10))
= - (50 / (1 + 500))
= - (50 / 501)
≈ -0.0998
Therefore, the overall current gain (Aif) is approximately -0.0998.
Input Impedance (Rif):
The input impedance (Rif) can be calculated using the formula:
Rif = hie / (1 + hfe * (Rc2 / RE))
Here, hie = 1.1KΩ, hfe = 50, Rc2 = 500Ω, and RE = 50Ω.
Rif = 1.1KΩ / (1 + 50 * (500Ω / 50Ω))
= 1.1KΩ / (1 + 50 * 10)
= 1.1KΩ / (1 + 500)
= 1.1KΩ / 501
≈ 2.1956Ω
Therefore, the input impedance (Rif) is approximately 2.1956Ω.
Output Impedance (Rof):
The output impedance (Rof) can be calculated using the formula:
Rof = (Rc1 || (Rc2 / (1 + hfe))) + RE
Here, Rc1 = 3KΩ, Rc2 = 500Ω, hfe = 50, and RE = 50Ω.
Rof = (3KΩ || (500Ω / (1 + 50))) + 50Ω
= (3KΩ ||
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Identify the nature of feedback in Figure-1.Let Rc1=3KΩ, Rc2=500Ω, RE=50Ω, Rs=Rf=1.2K Ω, hfe=50, hie=1.1K Ω, hre=hoe=0. Determine overall voltage gain (Avf), overall current gain (Aif), input impedance(Rif) and impedance(Rof).?
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Identify the nature of feedback in Figure-1.Let Rc1=3KΩ, Rc2=500Ω, RE=50Ω, Rs=Rf=1.2K Ω, hfe=50, hie=1.1K Ω, hre=hoe=0. Determine overall voltage gain (Avf), overall current gain (Aif), input impedance(Rif) and impedance(Rof).? for Electronics and Communication Engineering (ECE) 2024 is part of Electronics and Communication Engineering (ECE) preparation. The Question and answers have been prepared according to the Electronics and Communication Engineering (ECE) exam syllabus. Information about Identify the nature of feedback in Figure-1.Let Rc1=3KΩ, Rc2=500Ω, RE=50Ω, Rs=Rf=1.2K Ω, hfe=50, hie=1.1K Ω, hre=hoe=0. Determine overall voltage gain (Avf), overall current gain (Aif), input impedance(Rif) and impedance(Rof).? covers all topics & solutions for Electronics and Communication Engineering (ECE) 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Identify the nature of feedback in Figure-1.Let Rc1=3KΩ, Rc2=500Ω, RE=50Ω, Rs=Rf=1.2K Ω, hfe=50, hie=1.1K Ω, hre=hoe=0. Determine overall voltage gain (Avf), overall current gain (Aif), input impedance(Rif) and impedance(Rof).?.
Identify the nature of feedback in Figure-1.Let Rc1=3KΩ, Rc2=500Ω, RE=50Ω, Rs=Rf=1.2K Ω, hfe=50, hie=1.1K Ω, hre=hoe=0. Determine overall voltage gain (Avf), overall current gain (Aif), input impedance(Rif) and impedance(Rof).? for Electronics and Communication Engineering (ECE) 2024 is part of Electronics and Communication Engineering (ECE) preparation. The Question and answers have been prepared according to the Electronics and Communication Engineering (ECE) exam syllabus. Information about Identify the nature of feedback in Figure-1.Let Rc1=3KΩ, Rc2=500Ω, RE=50Ω, Rs=Rf=1.2K Ω, hfe=50, hie=1.1K Ω, hre=hoe=0. Determine overall voltage gain (Avf), overall current gain (Aif), input impedance(Rif) and impedance(Rof).? covers all topics & solutions for Electronics and Communication Engineering (ECE) 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Identify the nature of feedback in Figure-1.Let Rc1=3KΩ, Rc2=500Ω, RE=50Ω, Rs=Rf=1.2K Ω, hfe=50, hie=1.1K Ω, hre=hoe=0. Determine overall voltage gain (Avf), overall current gain (Aif), input impedance(Rif) and impedance(Rof).?.
Solutions for Identify the nature of feedback in Figure-1.Let Rc1=3KΩ, Rc2=500Ω, RE=50Ω, Rs=Rf=1.2K Ω, hfe=50, hie=1.1K Ω, hre=hoe=0. Determine overall voltage gain (Avf), overall current gain (Aif), input impedance(Rif) and impedance(Rof).? in English & in Hindi are available as part of our courses for Electronics and Communication Engineering (ECE).
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