6.7试分析负阻型振荡器的振荡原理?
参考答案
13RL7522.1 1) XL??75[?3()?10(RL75)?3]
2) XL??96.82? 2.2 2.3
(a)?j0.5Z0;(b)? ;(c)Z0
?2.4 1)Z0?50?;2)?min?2,?2?0.333e?j90;3)z1?0.125? 2.5 Rmax?75?;Rmin?33.3? 2.6 —j0.2 2.7 0.7e?j135?
2.8 42.5?j22.5?,0.016?,0.174?
?52.9 d1?(0.1660?.0?5)0?.,11l16?5(0.368?0.25)??0.118?
d2?(0.3335?0.05)??0.2835? l2?(0.132?0.25)??0.382?
2.11 ?2??0.2,Z0?150?,lmax?2.14
?4
l1??4,l2??8
短路:Zin?jZ0tg?l1?j520?2.15
Zin?jZ0tg?l2??j520?开路:Zin??jZ0ctg?l1??j173?Zin??jZ0ctg?l2?j173?
3.1 3cm
3.2 2.32cm,2.32×108m/s
3.3 1)波导中只能传输TE10模2) ?c?2a?14.4cm,??45.2,?p?13.9cm,vp?4.17?10m/s,vg?2.16?10m/s,Z?166.8?
883.4 1)波导中可传输TE10、TE01、TE11、TE20、TM11;
2)?p=21.8cm,?0=12.032cm;
3)?c=14.43cm,?p=13.87cm,vg=2.16×108m/s
3.6 1.58cm
3.7 51.76 ?,51.8GHz 3.8 0.32mm 3.9
3.10 1,3,5
?124.1 [Z]???00?? 3?4.2
??jZ0cot?l[Z]????jZ0/sin?l?jZ0/sin?l??
Z?jZ0cot?l???Zcos?l?jZ0sin?l?
cos?l?Zcos?l?jZ0sin?l???1?cos?l?j(Z/Z0)sin?l?Zcos?l?jZ0sin?l [Y]???1???Zcos?l?jZ0sin?l4.3
cos??j(Y2/Y0)sin??[A]???(Y1?Y2)cos??j(Y0?Y1Y2/Y0)sin?Z2?Z1Z2Y?Z1??
1?Z2Y??2nj??; 2n?1??2Z01Z02? 22?Z02?Z01???
cos??j(Y1/Y0)sin??jsin?/Y0?1?Z1Y4.4 [A]???Y1?n2?14.5 (a)S?2?n?1??2nj(b)S?1Z01?Z022222?Z01?Z02???2Z01Z02cos??BZ0sin??~sin?4.8 (1)[A]???BZ0sin?)Z0?j(2Bcos??Z0???
cos??BZ0sin???jsin? (2)??arctan(122BZ0)
4.9 n?2,b?
0?j75.96??0.713e;(2) in?1?j2?4.10 (1)S?4.11 S?11??(1?j2)?23?2Z01?Z02?jBZ01Z02?(Z?Z?jBZZ)e?j2?102010102??j(?1??2)2Z01Z02e??2Z01Z02e(Z01?Z02???j2?1?jBZ01Z02)e???j(?1??2)4.13 Tji?4.14 L?10lgabch?gh(1?be)1?(af?be?cd?gdef)?afcd
4?(2bcos?l?bsin?l)422??arctan?(2bcos?l?2sin?l?bsin?l)2(cos?l?bsin?l)2
4.15 L?2.1dB 4.16 ??2.618
4.17 (1)S11?0.8j,S12??0.6,S22?S11
(2)??0或?,L?4.44dB,T??0.6,??9 4.18 ???,L?0.175dB,T?-0.98,??1.5
4.19 (1)R1?50?R2;(2)R2?5.56?,R1?55.56?
?0.62ej277.124.20 (1)[S]??0j258.70.784e??00.784e0.62ej258.7j60.2800?? ?? (2)L?2.1dB,??258.70 (3)?in?0.425e
j238.740
6.1 (a)绝对稳定的;(b)有条件稳定。
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