qucs_s/examples/qucsator/SmithChartTest.sch
2022-10-19 12:26:41 +03:00

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2.6 KiB
XML

<Qucs Schematic 0.0.12>
<Properties>
<View=-426,-90,646,756,0.925532,0,0>
<Grid=10,10,1>
<DataSet=SmithChartTest.dat>
<DataDisplay=SmithChartTest.sch>
<OpenDisplay=1>
<showFrame=0>
<FrameText0=Title>
<FrameText1=Drawn By: SunnySan>
<FrameText2=Date:>
<FrameText3=Revision:>
</Properties>
<Symbol>
</Symbol>
<Components>
<Pac P1 1 -140 230 18 -26 0 1 "1" 1 "50 Ohm" 1 "0 dBm" 0 "1 GHz" 0 "26.85" 0>
<GND * 1 -140 260 0 0 0 0>
<L L1 1 10 230 8 -26 0 1 "196.6nH" 1 "" 0>
<C C1 1 -20 230 -8 46 0 1 "644.1pF" 1 "" 0 "neutral" 0>
<GND * 1 10 260 0 0 0 0>
<L L2 1 120 150 -26 -44 0 0 "791.1nH" 1 "" 0>
<C C2 1 60 150 -26 10 0 0 "160.1pF" 1 "" 0 "neutral" 0>
<L L3 1 150 230 8 -26 0 1 "196.6nH" 1 "" 0>
<C C3 1 120 230 -8 46 0 1 "644.1pF" 1 "" 0 "neutral" 0>
<GND * 1 150 260 0 0 0 0>
<Pac P2 1 260 230 18 -26 0 1 "2" 1 "50 Ohm" 1 "0 dBm" 0 "1 GHz" 0 "26.85" 0>
<GND * 1 260 260 0 0 0 0>
<.SP SP2 1 -320 160 0 79 0 0 "log" 1 "1MHz" 1 "80MHz" 1 "461" 1 "no" 0 "1" 0 "2" 0 "no" 0 "no" 0>
<Eqn Eqn3 1 430 290 -28 15 0 0 "dBS21=dB(S[2,1])" 1 "ZofS22=rtoz(S[2,2])" 1 "yes" 0>
</Components>
<Wires>
<-140 150 -140 200 "" 0 0 0 "">
<-140 150 10 150 "" 0 0 0 "">
<10 150 10 200 "" 0 0 0 "">
<150 150 150 200 "" 0 0 0 "">
<10 150 30 150 "" 0 0 0 "">
<-20 200 10 200 "" 0 0 0 "">
<-20 260 10 260 "" 0 0 0 "">
<120 200 150 200 "" 0 0 0 "">
<120 260 150 260 "" 0 0 0 "">
<260 150 260 200 "" 0 0 0 "">
<150 150 260 150 "" 0 0 0 "">
</Wires>
<Diagrams>
<Smith -350 620 200 200 3 #c0c0c0 1 00 1 0 1 1 1 0 4 1 1 0 1 1 315 0 225 "" "" "">
<"S[2,2]" #ff0000 0 3 0 0 0>
<Mkr 1.41295e+07 170 -180 3 0 0>
</Smith>
<Tab 220 660 386 210 3 #c0c0c0 1 00 1 277 1 1 1 0 1 1 1 0 1 461 315 0 225 "" "" "">
<"S[2,2]" #0000ff 0 3 1 0 0>
<"ZofS22" #0000ff 0 3 0 0 0>
</Tab>
</Diagrams>
<Paintings>
<Text -100 350 12 #000000 0 "Chebyshev band-pass filter\n10MHz...20MHz, PI-type,\nimpedance matching 50 Ohm">
<Text -120 510 12 #5500ff 0 "example test (in the middle of the chart)\nLook at S22 at Freq 1.41e+07\nS[2,2] is almost zero\nbut ZofS22 normalised is almost 1 \n(multiple by Z0 for the real impedance,\n50 ohms in this case)\nZofS22 can be read on the Smith chart\nor on the right table">
<Text -110 -50 14 #5500ff 0 "Smith Chart example test with a band pass filter">
<Text -350 -10 12 #000000 0 "The Smith Chart can be used to measure the impedance corresponding to S22 (if you \nknow how to use a Smith Chart)\nOr you can introduce the equation "rtoz()" to obtain the corresponding impedances.\nR to Z function will transform the Reflection to an impedance Z\n\nThanks to the QUCS team">
</Paintings>