Matching Networks Part 1

Matching Networks Part 1 - V ,.__._V

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Unformatted text preview: V ,.__._V _~._._._.__________..___________._._._T__._________.T_____. ______ _W__._.__._T_T__ CH 8 MATCH/Mm AIL/D gyms/m mewmks —W_wm I’D/L MAX PowE/l TXFR~>MATM 2L To Z SOURCE By non/m6, pASS/UE NW‘DMCS Bemrm LOAD flaw/MG! ==> fl/AW/Néw NcTwDflkS Acso PW$RM 077nm Was/c5 (5/9” ‘7) ‘ NINIMRE Ale/St” m/Fweyucg ‘ MAXIM/“a; Foam mum/N6, ‘ L/NEYAKRE FEEEULWCL/ fave/w; L,c up To Lou) 6H2 MUM DI SCQE‘TE COMpoNLz’TUTS SrR/P awe?) 57118 $62,770an FO/e { 05c; fflrm 67%4’17‘) Pfl/MNW GOAL S-MEE’)’ SYSTEM SPEC 'M/AJ/M/w COST (f? 0/:- etewem) S/M PL €57 Des/cw 05/ng L. pe‘rworLKs , 0’ k0 V -1, wwfl km Pl DE 5 \ if ,L T i w a _______ ,0 WT TW W? g T if (D Bea/UL: VALUE—5 ANN-Vflcfléu/ Use“ SC. A5 SKA/Maw, 7D6L~ 4 1 Q 3 O 7 3 O 8 3. 0 0.13 0.12 .‘5 Chart. —M—'—TW~—_“M~—wT—TMWMW~— Figure 8-3 Impedance effect of series and shunt connections of L and Cto a complex load in the Smith EX flaw/427721? 719 AMTew/UA M14724¢7MA gym/m DEE/6N Sou“: #1512 QmL AND ’MAMUNLV pA/L-r OF $057,147“ 5/13? 6C 1 9,2 MS *4” (:3 0,7360F gC/flw 0N / 4: SW" 6 XL;7(09.IL _> 1,6,”,14 We“) FB/L 8 TVPGS OK... 056 0‘53 kw US/NO. 5' C. SELLJLT 2° :, '73 To No/LMAL/"té MPeaD/wc:5 Z 3 , Z. +' 1k Z = BAA . 2 0'2 1‘ ’ oL A /+5 20 r10 37”: we- wlSH TO Wow To ZN: I-O/OQ. W s c W Zr. To Z”: 1732?, f- all/0 " 5672/6’5 //UDUC719/L MOUES C CU 'A/w To EN = / — a 0,7. w W WW‘WWW Wmfiflwflm - W : m w. “WWW,” MW WWW,_V WM“ b 0L 19¢ —‘ 97?. yr ,3 ‘ —- —— .. C : F 3 4) 20 (MA [DJ—J04? (val)- Jaw f - - >92 & XL. - 2A 2T1— L : é 0‘)” fl: 4) (W 0.12 0,13 . Q 75 0.39 0.38 0.37 6 Figure 8-4 Design of the two-element matching network as part of the ZYSmith Chart. égpewc Somme/d I‘M oPnMAL R)ka TRANSFC/iL @ Fwo No/aMAL/Jca) Sow/2a? AND (JD/*0 WFWCF @ m s.c. mm- wags 0F Comm RES/STANCE 6‘) AND CONDUCTAAJCL5(3)T/7$4T mas Wousé/ 777‘? fomn’ DENOWfl/é 7977; Samar W/EDA/l/CE @PLOT Cl/ZCLFS OF cousmu'r I". AND % WT PASS WflooaH 7m; Pawn“ oF‘ 77+? COMPCQ‘ Ca/Jduaxlxfl; 0F 7%; com) //7P(§fl)ALJC(-;, lDewflFV //U77:“kSEC7>aU Fb/NTS EETLQQE/U @RCLQS #9 Smps: @ AMI) , ii 0F WTWSEZTIW flaw-r5 Dmgm/NES # 0F PD5S/6LE’ L'E‘» -Z7>oxu MAW/WM Wen/MKS © Fm!) VALUES M:- womwz~a K’Encmme’j ()6) Am so SQHTAucES (b) m“: /ch77m$ Aw MAM/72345 6v WAC/W A mm ALoNéz amass WM 3002an ,bwflequ/uce 7‘0 /Wfl$(,~z7)0/U POM/7‘ AND 7)be "I‘D Co/mwx cawuawfi OF LOAD /MPe\OA/UCE. @DE‘FENLM/Ué' ACWAL VALUES @F //UDUC7DK5 Auo CAPAc/m/LQ Em A can/E?) Femuwov. [EX 8.3 2363/an ALL, pox/6M? COMP/Cnurwmfls (a)? bug/157: 7&1?» EIQMENT MATthC, MW,ng 77> MATCH" A SoquCE‘ %5:50+0l25 "ID A LOAD $1,: 23 -0LSO ASSUME 330:50 7P: 2 6716’; SWE‘PG is: “vols C615: OS~6}OJ-{ gL:O/S‘dl 8k:3+&0.8 5715‘? C9 PLoT Cl/LCLES 69) SoLtD LN 65 5 COHPWX cmwcw'm 0F LOAD F: 0-5 g: 0.8 Figure 8-5 Design of a matching network using the Smith Chart umsethons ; EA —_~ 0,3 4— 010$ 3A: 0.8—0L/ DbSHGD LINES: SOURCE F=I 23:05-90‘6 93: 061+d/ 2C: l—d//.2\ 3g: 3+0¢DIS 221): [461.2 30 23.80,: Figure 8-6 Matching networks for four different paths in the Smith Chart. UL” CANNOT £670“) 11> OKJCHU [WT/4 madam/L we H‘AVE WWW A Fb-rwwoau REA/OM """""""""" 'W‘"——_"‘“Mg—"WT—fl~*7"—‘W"""'~W~MT“T———_———-W'** 92 un stONueu Bugqmew edM-‘l Jo;suog691 ueppquozl 1-3 SJHBH "U 09:02 (mm AT Len?!” 2. Cow/cmu/mno/Usj (L) HA7“ {3 THE“ D/Wwflewce é/Mczy’ /; 66W; ° CO M Waugh)? AVA/LA (BIL I77 ' DC B/Asndé. é——-CH 9 “373481le («—w 8.3 ° Fae—DUBNCV REVSPDDSE 6"“ ’DCUS o/u 777475 NOD) COMB/NAmMS OF: 135+ C‘s C/QBAT‘E NWMKS (ELAES/va As LP] HF) BP flak/225, 4 ¥ “’3'” Z; 80 JL m 5612/55 w/ CL: ALE/F %_\S:So_/l 7;: / GI/L/a: MATCHw/a yum-ILL minus/4mm COM) 71:: 500mg mations displayed in Smith Chart Impedance transfor (a) 50 Q L = 9.75 nH C1, RS: v 2 6 pF CL OHH% (b) RS: 50 Q C LN: Resulting matching networks #PF Figure 8-8 Two design realizations of an L-type matching network. Input reflection coefficien Circuit in. Figure 8—8(b) m6 Circuit in Figure 8—8(c) O 0.5 1 15 * 2 Frequency f, GHZ (a) Frequency response of input reflection coefficient -3 -35 Circuit in -4 -4.5 Circuit in 5 / Figure 8-8(c) —5 .5 Transfer function H, dB m; 2.5 0.5 1 1.5 2 Frequency f, GHZ (b) Transfer function of the matching networks 2.5 3 #PF 8077+ NWDLDLS Have Pane PE’ZT MAW/VG» o/L/Lv é) ‘ __ / L. 7Q ,_ / 6 //% C/mlfi CAM 5g (/zeww AS fleso/uAA/ce ONO/73 41/ 7Q ease/away Heewuefi/cy, (Busing flag of: M2“: 056‘ SIMILA/UTV OF BELL Sfifi-Pw PESPDAJSE New: New. 7‘; [SPF gum LoADéQ (@J i COUUWT (IA/J G13”) BACK 77> 75¢ {V7- _ Equivalent /filter 4 Circuit in ‘ Figure 8-8(c) Transfer function H, dB LII] -6 ~ -7 —8 0.5 1 1.5 2 2.5 3 Frequency]; GHz (b) Frequency response of the matching network compared to the equivalent filter response Figure 8-10 Comparison of the frequency response of the L-type matching network and an equivalent bandpass filter. .......... ._..___...__.__________________________..1.T___._______....___T_____._t.-_._,__._._____~...__7__r____.___._..__.___.._.-_i ...
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Matching Networks Part 1 - V ,.__._V

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