Advanced Analog IC Design EECT 7326 Fall 2013

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Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu SPICE Simulation of

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu SPICE Simulation of Generalized Return Ratio (GRR) vs. Loop Gain (LG) – 1–

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu Trans-Impedance Amplifier (TIA)

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu Trans-Impedance Amplifier (TIA) IC 1 = 1 m. A RC = 10 kΩ RF = 20 kΩ β = 200 VA = 1000 V Rμ = 1 MΩ Cπ = 0. 3 p. F Cμ = 100 f. F CCS = 100 p. F – 2–

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu GRR Simulation w/

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu GRR Simulation w/ Output Break Point RRV RRI – 3–

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu RRV & RRI

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu RRV & RRI w/ Output Break Point – 4–

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu GRR Simulation w/

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu GRR Simulation w/ Input Break Point RRV RRI – 5–

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu RRV & RRI

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu RRV & RRI w/ Input Break Point – 6–

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu GRR (RR-1 =

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu GRR (RR-1 = RRV-1 + RRI-1) – 7–

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu Loop-Gain Simulation Vt

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu Loop-Gain Simulation Vt driving at Input Vt driving at Output Product of two voltage gains is the loop gain (why? ) – 8–

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu GRR vs. LG

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu GRR vs. LG – 9–

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu Nyquist Diagram –

Advanced Analog IC Design EECT 7326 Fall 2013 Professor Y. Chiu Nyquist Diagram – 10 –

Advanced Analog IC Design EECT 7326 Fall 2013 *Generalized Return-Ratio Calculation *Comparison of RR

Advanced Analog IC Design EECT 7326 Fall 2013 *Generalized Return-Ratio Calculation *Comparison of RR to Loop-Gain Simulation *A simple model of BJT w/o capacitance. MODEL npn NPN +IS=1. 0 E-16 BF=200 VAF=1000 RB=0 *The basic TIA sub-circuit used in sim. . subckt TIA V 1 V 2 V 3 V 4 Q 1 V 2 V 1 GND NPN M=1 Rmu V 1 V 2 1 x Cpi V 1 GND 0. 3 p Cmu V 1 V 2 100 f Ccs V 2 GND 100 p RC VCC V 2 10 k RF V 3 V 4 20 k *Bias up the circuit w/ ideal I and bypass C ICC GND VCC 1. 005 m CCC GND VCC 1. ends TIA *Calculate the gen. RR *Break loop open at output, voltage drive XOV OV 1 OV 2 OV 1 OV 4 TIA LOV OV 2 OV 4 1 e 3 COV OV 4 OV 3 1 VOV OV 3 GND AC=1 *Break loop open at output, current drive XOI OI 1 OI 2 OI 1 OI 4 TIA COI OI 2 GND 1 LOI OI 2 OI 4 1 e 3 IOI GND OI 4 AC=1 Professor Y. Chiu *Break loop open at input, voltage drive XIV IV 1 IV 2 IV 3 IV 2 TIA LIV IV 1 IV 3 1 e 3 CIV IV 1 IV 4 1 VIV IV 4 GND AC=1 *Break loop open at input, current drive XII II 1 II 2 II 3 II 2 TIA LII II 1 II 3 1 e 3 CII II 3 GND 1 III GND II 1 AC=1 *Calculate the loop-gain w/ direct voltage drive XLI LI 1 LI 2 TIA CLI LI 3 LI 1 1 VLI LI 3 GND AC=1 XLO LO 1 LO 2 TIA CLO LO 3 LO 2 1 VLO LO 3 GND AC=1. op. ac dec 10 1 e 3 1 e 12 *Derive RR from the gen. RR's @ output terminal. probe ac RRO=par('(v(OV 2)*i(COI))/(v(OV 2)+i(COI))') *Derive RR from the gen. RR's @ input terminal. probe ac RRI=par('(v(IV 3)*i(CII))/(v(IV 3)+i(CII))') *Derive loop-gain by multiplying two gains. probe ac LG=par('v(LI 2)*v(LO 1)'). option nomod nopage captab post acout=0 ingold=2. temp 25. end