Analog circuits miscellaneous
- The voltage VCB and current IB for the CB-configuration of the figure shown below will be
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IE = VEE - VBE = 4 - 0.7 = 2.75 mA RE 1.2 K
and VCB = VCC - ICRC ..... (assuming IC ≈ IE)
= 10 – (2.75) × 2.4 = 3.4 V∴ IB = IC = 2.75 = 45.8 A β 60
Correct Option: A
IE = VEE - VBE = 4 - 0.7 = 2.75 mA RE 1.2 K
and VCB = VCC - ICRC ..... (assuming IC ≈ IE)
= 10 – (2.75) × 2.4 = 3.4 V∴ IB = IC = 2.75 = 45.8 A β 60
- If an npn transistor (with C = 0.3 pF) has a unity gain cut-off frequency fT of 400 MHz at a d.c. bias current Ic = 1 mA, then value of its C is approximately (VT = 26 mV)
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Given : C = 0.3 pF
∴ gm = |IC|(mA) = 1 A/V 26 mV 26 ⇒ C = gm = 1 / 26 = 15 pF 2π fT 2π × 4 × 108
Correct Option: A
Given : C = 0.3 pF
∴ gm = |IC|(mA) = 1 A/V 26 mV 26 ⇒ C = gm = 1 / 26 = 15 pF 2π fT 2π × 4 × 108
- If an npn transistor has a beta cut-off frequency fB of 1MHz, and emitter short circuit low frequency current gain β0 of 200, then unity gain frequency fT and alpha cut off frequency fα respectively are
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f T = β0 × fβ = (200) × 1 MHz = 200 MHz
and fα = fβ = fβ 1 - α 1 - β 1 + β
= f β (β+ 1) = 106 (200 + 1) 106 × 201 = 201 MHz
Correct Option: A
f T = β0 × fβ = (200) × 1 MHz = 200 MHz
and fα = fβ = fβ 1 - α 1 - β 1 + β
= f β (β+ 1) = 106 (200 + 1) 106 × 201 = 201 MHz
- What will be the input independence Zi for the network shown below?
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IB = VCC - VBE RF + βRC = 9 - 0.7 = 11.53 A 180 kΩ + 200 × 2.7 kΩ
IE = (β + 1) IB = 201 × 11.53 A = 2.32 mAre = 26 mV = 26 mV = 11.21 Ω IE 2.32 mA ∴ Zi = re = 11.21 = 560.5 Ω 1 + RC 0.005 + 0.015 β RF
Correct Option: A
IB = VCC - VBE RF + βRC = 9 - 0.7 = 11.53 A 180 kΩ + 200 × 2.7 kΩ
IE = (β + 1) IB = 201 × 11.53 A = 2.32 mAre = 26 mV = 26 mV = 11.21 Ω IE 2.32 mA ∴ Zi = re = 11.21 = 560.5 Ω 1 + RC 0.005 + 0.015 β RF
- In the following two non-linear transistor biasing circuits, the resistors
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NA
Correct Option: C
NA