The values of Q1. Figure 1 shows a BJT amplifier whose voltage gain the components are shown in the figure. a) Identify the capacitors in Figure 1, whose influences are negligible when considering the frequency response over high frequency range of > 1 MHz. Explain briefly the reason. b) Draw the small signal equivalent circuit of Figure 1, which is used for analysing the frequency response over the high frequency range. c) Identify the capacitor that needs treatment using the principle of "Miller effect capacitance". Calculate the input and output Miller capacitances.

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Q1. Figure 1 shows a BJT amplifier whose voltage gain is A = -115. The values of
the components are shown in the figure.
a)
Identify the capacitors in Figure 1, whose influences are negligible when
considering the frequency response over high frequency range of
> 1 MHz. Explain briefly the reason.
b)
Draw the small signal equivalent circuit of Figure 1, which is used for
analysing the frequency response over the high frequency range.
c)
Identify the capacitor that needs treatment using the principle of "Miller
effect capacitance". Calculate the input and output Miller capacitances.
Transcribed Image Text:Q1. Figure 1 shows a BJT amplifier whose voltage gain is A = -115. The values of the components are shown in the figure. a) Identify the capacitors in Figure 1, whose influences are negligible when considering the frequency response over high frequency range of > 1 MHz. Explain briefly the reason. b) Draw the small signal equivalent circuit of Figure 1, which is used for analysing the frequency response over the high frequency range. c) Identify the capacitor that needs treatment using the principle of "Miller effect capacitance". Calculate the input and output Miller capacitances.
5092
R
230kΩ || R,
1.5 μF
HH
Cs
3V
5pF
5pF
Figure 1
R. 3kQ2
1.2 μF
HH
Cc
C 15pF
R₂3kQ2
Transcribed Image Text:5092 R 230kΩ || R, 1.5 μF HH Cs 3V 5pF 5pF Figure 1 R. 3kQ2 1.2 μF HH Cc C 15pF R₂3kQ2
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