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The S-parameters of a transistor measured at 1 GHz are given below (Zo at both ports is 50 (2) 1. Is this network lossless, reciprocal?

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The S-parameters of a transistor measured at 1 GHz are given below (Zo at both ports is 50 (2) 1. Is this network lossless, reciprocal? 2. Calculate the input impedance if the 2nd port is loaded by 20-j52 Ohm (hint: L4-40). 3. Design a microstrip matching network (using series line and open shunt stub) to match this input impedance to 50 N using Smith chart, calculate the length and width of the microstrip lines for alumina board with &q=9.8 and thickness d=0.127 cm (assume other parameters ideal). Verify your solution in ADS 4. Is there an easier way to match this impedance using L and/or C? Calculate the value of this L and/or C? 5. Calculate the input impedance if the 2nd port is loaded by 10+j100 Ohm. Is it still possible to use a lossless matching network to match this impedance S-PARAMETERS mity Term Term Num=1 Z=50 Ohm Z1P Egn Z1P2 Z[1,1)=20-j*52 S Param SP1 Freq=1.0 GHz S2P_Eqn S2P1 S[1,1)=0.6-j*0.5 S[1,2]=-0.02+j*0.06 S[2.1]=-5+]*2 S[2,2)=0.1-j*0.6 - ZIP Egn Z1P3 Z[1,1]=10+j*100 The S-parameters of a transistor measured at 1 GHz are given below (Zo at both ports is 50 (2) 1. Is this network lossless, reciprocal? 2. Calculate the input impedance if the 2nd port is loaded by 20-j52 Ohm (hint: L4-40). 3. Design a microstrip matching network (using series line and open shunt stub) to match this input impedance to 50 N using Smith chart, calculate the length and width of the microstrip lines for alumina board with &q=9.8 and thickness d=0.127 cm (assume other parameters ideal). Verify your solution in ADS 4. Is there an easier way to match this impedance using L and/or C? Calculate the value of this L and/or C? 5. Calculate the input impedance if the 2nd port is loaded by 10+j100 Ohm. Is it still possible to use a lossless matching network to match this impedance S-PARAMETERS mity Term Term Num=1 Z=50 Ohm Z1P Egn Z1P2 Z[1,1)=20-j*52 S Param SP1 Freq=1.0 GHz S2P_Eqn S2P1 S[1,1)=0.6-j*0.5 S[1,2]=-0.02+j*0.06 S[2.1]=-5+]*2 S[2,2)=0.1-j*0.6 - ZIP Egn Z1P3 Z[1,1]=10+j*100

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