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Latest posts from topic “Esercizio BJT” Latest posts from topic “Esercizio BJT” on “ElectroYou”. 2018-08-30T10:14:35Z https://www.electroyou.it/forum/viewtopic.php?f=1&t=75020 Esercizio BJT https://www.electroyou.it/forum/viewtopic.php?f=1&t=75020#p784694 mar0lino 2018-08-30T10:14:35Z 2018-08-30T10:14:35Z
Salve a tutti.. Avrei bisogno di un aiuto nella risoluzione di questo esercizio.


I dati sono i seguenti:
V_{CC}=6V
\beta=60
R_{GEN}=5k\Omega
C_E=10\mu F
R_L=10k\Omega
I_C=690\mu A
V_{CE}=3.06V
V_E=840mV
V_{EA}=140mV


1)Calcolare le resistenze R_C, R_{E_1}, R_{E_2} ed R_F

LKT maglia uscita: [unparseable or potentially dangerous latex formula] dalla quale ricavo R_C
LKT maglia ingresso: [unparseable or potentially dangerous latex formula] dalla quale ricavo R_F
LKT maglia uscita: [unparseable or potentially dangerous latex formula] dalla quale ricavo R_{E_2}
LKT maglia uscita: [unparseable or potentially dangerous latex formula] dalla quale ricavo R_{E_2}

I parametri differenziali sono:
r_{\pi}=2.2k\Omega
g_m=28mS


2) Guadagno di tensione a piccolo segnale alle medie frequenze
Il circuito equivalente a piccolo segnale è quello sottostante.



In tale circuito è presente la resistenza R_F che da problemi: posso utilizzare il th. di Miller che mi consente di "spezzarla".
Per farlo inizio a calcolare
K=\frac{v_2}{v_1}
dove risulta:
v_2=g_m v_{\pi} R_L \parallel\ R_C
v_1=v_{\pi}+R_{E_1}[g_m v_{\pi}+\frac{v_{\pi}}{r_{\pi}}]

Da questo si ottiene:
K=\frac{-g_m R_C \parallel\ R_L}{1+R_{E_1}\frac{\beta+1}{r_{\pi}}}
E' corretto questo calcolo del coefficiente K?

Ad ogni modo, poi, il circuito al quale si arriva è il seguente:


nel quale risulta:
[unparseable or potentially dangerous latex formula]
[unparseable or potentially dangerous latex formula]