4 18证明:1 Ib1 yieVbe1 yreVce1 1
Ic1 yfeVbe1 yoeVce1 2 Ib2 yieVbe2 yreVce2Ic2 yfeVbe2 yoeVce2
yieVce1 yre Vcb2 Vce1 yreVcb2 yie yre Vce1 3 yfeVce1 yoe Vcb2 Vce1 yoeVcb2 yfe yoe Vce1 4
2 3 得Ic2 yfeVbe1 yie yre yoe Vce1 yreVcb2
Vce1
Ic2 yreVcb2 yfeVbe1
yie yre yoe
5
Ic2 yreVcb2 yfeVbe1
yie yre yoe
5 代入 4 Ic2 yoeVcb2 yfe yoe
Ic2
2 yfe yfe yoe yieyoe yreyfe yoe
Vbe1 Vcb2 6 yie yre yfe 2yoeyie yre yfe 2yoe
yf
yfe yfe yoe yfeyie yre yfe 2yoe
由 1 乘 yfe yoe 与 4 乘yre后相加得
Ib1 yfe yoe Ic2yre yie yfe yoe Vbe1 yreyoeVcb2由 6 代入消去Ic2得Ib1
2 yie yieyre yieyfe 2yieyoe yreyfe yre yoe yre Vbe1 Vcb2
yie yre yfe 2yoeyie yre yfe 2yoe
2
yieyoe yreyfe yoe
yo yre
yie yre yfe 2yoe
2yie yieyre yieyfe 2yieyoe yreyfe
yi yie
yie yre yfe 2yoe
yr
yre yoe yre y y yre reoeyie yre yfe 2yoeyfe
略
同理可证2
2
4 22解:vbn 4kTrb fn 4 1.38 10 23 273 19 70 200 103 0.226 10 12 V2
2
ien 2qIE fn 2 1.6 10 19 10 3 200 103 0.64 10 16 A2
0
f
1 f
2
0.95 10 10 1 500 106
6
2
0.95
2
icn 2qIC 1 0 fn 2 1.6 10 19 10 3 1 0.95 200 103 0.32 10 17 A2