Consider the transistor inverter on the right driving a long cable, modelled as a 0.1uF capacitance. The input voltage vi = OV for t < 0s and 5V for t> 0s. Assume ß = 100, VBE,ON = 0.7V and VCE,SAT = 0.2. a) Determine v (0) b) Determine dvo(0+) dt c) Use the general step response formula to determine vo(t). Assume the transistor is initially forward active. General Step Response Formula: t Vo(t) = V₂ (∞) + [V₂ (0+) — Vo(∞)]e ReqC - Vi w RB = 10k 5V 1k Vo 0.1uF

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Please solve all 3 subproblems. Thank you.

Consider the transistor inverter on the right driving a
long cable, modelled as a 0.1uF capacitance. The input
voltage v₁ = OV for t < 0s and 5V for t> 0s.
Assume = 100, VBE,ON
=
a)
b)
c)
100, VBE,ON = 0.7V and VCE,SAT = 0.2.
Determine v (0)
dvo(0+)
Determine
dt
Use the general step response formula to
determine vo(t). Assume the transistor is
initially forward active.
General Step Response Formula:
t
Vo(t) = V(0) + [V (0+) - Vo(co)]e Req
Vi
RB = 10k
5V
1k
사랑
Vo
0.1uF
Transcribed Image Text:Consider the transistor inverter on the right driving a long cable, modelled as a 0.1uF capacitance. The input voltage v₁ = OV for t < 0s and 5V for t> 0s. Assume = 100, VBE,ON = a) b) c) 100, VBE,ON = 0.7V and VCE,SAT = 0.2. Determine v (0) dvo(0+) Determine dt Use the general step response formula to determine vo(t). Assume the transistor is initially forward active. General Step Response Formula: t Vo(t) = V(0) + [V (0+) - Vo(co)]e Req Vi RB = 10k 5V 1k 사랑 Vo 0.1uF
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Using solution from (c), how long until BJT goes into saturation. Was the forward active assumption correct?

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