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Title: Batdetector based on frequency division. Topic: Analog and ...

Title: Batdetector based on frequency division. Topic: Analog and ...

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På samme måde kan modst<strong>and</strong>en som C 2 kigger ind i, beregnes.<br />

R<br />

C<br />

2<br />

R E1 + Ree1 + gm1 ⋅ RE1 ⋅ Ree1<br />

=<br />

gm1 ⋅ RE1<br />

+ 1<br />

24kΩ + 360Ω + 4, 7mS ⋅24kΩ⋅360Ω =<br />

47 , mS ⋅ 24kΩ + 1<br />

≈ 570, 9Ω<br />

6 Forforstærker<br />

(B.22)<br />

Den samlede modst<strong>and</strong> som C 3 ser ind i, kan ifølge appendix B beregnes vha. følgende formel:<br />

R = R<br />

C E 2<br />

3<br />

⎛rπ<br />

+ R<br />

⎜<br />

⎝ β<br />

2 C1<br />

2<br />

⎞<br />

⎟ + R B rπ + ⋅ Re′<br />

⎠<br />

( β )<br />

3 3 3 3<br />

og derved kan modst<strong>and</strong>en R C3 beregnes:<br />

⎛46,<br />

8kΩ + 47kΩ<br />

RC = 22k<br />

⎜<br />

⎞<br />

Ω<br />

⎟ 188 9k 18 7k 245 8 2k 75<br />

3 ⎝ 220 ⎠<br />

+ , Ω , Ω + ⋅ , Ω Ω<br />

≈ 31, 29kΩ<br />

( )<br />

Modst<strong>and</strong>en R C4 kan beregnes på samme måde som måde som R C2, og der fås:<br />

R<br />

C<br />

4<br />

R E 3 + Ree3 + g m 3 ⋅ R E 3 ⋅ Ree3<br />

=<br />

g m 3 ⋅ R E 3 + 1<br />

8, 2kΩ + 75Ω + 13, 1mS ⋅8, 2kΩ⋅75Ω =<br />

13, 1mS ⋅ 8, 2kΩ + 1<br />

≈ 150, 6Ω<br />

Til sidst kan modst<strong>and</strong>en R C5 som C 5 ser ind i beregnes.<br />

RC = RC R L k k k<br />

5 3 + = 12 Ω + 470 Ω = 482 Ω<br />

(B.23)<br />

(B.23)<br />

(B.24)<br />

(B.25)<br />

Side 41

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