* LM741 SPICE Model
* Copyright (c) 2018-2020 Logipipe, LLC
* https://www.logipipe.com
*
* Model generated by Logipipe CircuitSafari on Jan 13, 2020
* Simulator: NGSPICE
*
* This file is made available under the terms of the
* Creative Commons CC BY 4.0 license as described in
* https://creativecommons.org/licenses/by/4.0/.
*
* References: Fairchild Semiconductor Corporation (2001).
* LM741 Single Operational Amplifier (Rev 1.0.1).
* San Hose, CA: Author.
*
.subckt U1$LM741.lcs Pin1_IN_$$PLUS$ Pin2_IN_$$MINUS$
+ Pin3_V_$$PLUS$ Pin4_V_$$MINUS$ Pin5_OUT
RU2$U4$R1 Pin4_V_$$MINUS$ U2$U4$OUT 144.0
RU2$U4$R2 U2$U4$OUT Pin3_V_$$PLUS$ 144.0
DU2$U4$D6 U2$U4$DRIVE_OUT U2$U4$V1_PIN_1 DG1 temp=27
.model DG1 D IS=1.0E-12
RU2$U4$R36 U2$U4$DRIVE_OUT Pin4_V_$$MINUS$ 2000000.0
RU2$U4$R38 Pin3_V_$$PLUS$ U2$U4$DRIVE_OUT 2000000.0
DU2$U4$D4 Pin3_V_$$PLUS$ U2$U4$D2_PIN_2 DG2
.model DG2 D
DU2$U4$D5 Pin4_V_$$MINUS$ U2$U4$D3_PIN_2 DG3
.model DG3 D BV=50.0
DU2$U4$D3 Pin3_V_$$PLUS$ U2$U4$D3_PIN_2 DG4
.model DG4 D
DU2$U4$D1 U2$U4$D1_PIN_1 U2$U4$DRIVE_OUT DG5 temp=27
.model DG5 D IS=1.0E-12
DU2$U4$D2 Pin4_V_$$MINUS$ U2$U4$D2_PIN_2 DG6
.model DG6 D BV=50.0
GU2$U4$B2$controlledSource U2$U4$D2_PIN_2 Pin4_V_$$MINUS$
+ VALUE={V(U2$U4$DRIVE_OUT, U2$U4$OUT) / (2.0 * 72.0)}
GU2$U4$G2$3 U2$U4$OUT Pin4_V_$$MINUS$ VALUE={-1.0 / (2.0 *
+ 72.0) * V(U2$U4$DRIVE_OUT, Pin4_V_$$MINUS$)}
VU2$U4$V2$1 U2$U4$OUT U2$U4$D1_PIN_1 1.3426910213823116
GU2$U4$B1$controlledSource U2$U4$D3_PIN_2 Pin4_V_$$MINUS$
+ VALUE={V(U2$U4$OUT, U2$U4$DRIVE_OUT) / (2.0 * 72.0)}
LU2$U4$L1$inductor U2$U4$L1$currentProbe$_PIN1 U2$U4$OUT
+ 5.0E-7 IC=0.0
VU2$U4$L1$resistor U2$U4$L1$currentProbe$_PIN2 Pin5_OUT
+ 0.0
VU2$U4$L1$currentProbe U2$U4$L1$currentProbe$_PIN1
+ U2$U4$L1$currentProbe$_PIN2 0
VU2$U4$V1$1 U2$U4$V1_PIN_1 U2$U4$OUT 1.3426910213823116
GU2$U4$B6$controlledSource Pin4_V_$$MINUS$ U2$U4$DRIVE_OUT
+ VALUE={(V(Pin3_V_$$PLUS$, Pin4_V_$$MINUS$) / 2.0 +
+ V(U2$U9$Pin_2_OUT)) / (2.0 * 1000000.0)}
GU2$U4$G1$3 Pin3_V_$$PLUS$ U2$U4$OUT VALUE={-1.0 / (2.0 *
+ 72.0) * V(Pin3_V_$$PLUS$, U2$U4$DRIVE_OUT)}
GU2$U4$B5$controlledSource U2$U4$DRIVE_OUT Pin3_V_$$PLUS$
+ VALUE={(V(Pin3_V_$$PLUS$, Pin4_V_$$MINUS$) / 2.0 -
+ V(U2$U9$Pin_2_OUT)) / (2.0 * 1000000.0)}
RU2$U2$R39 U2$U2$L1_PIN_1 0 10000.0
RU2$U2$U2$R40 U2$U2$U2$R39_PIN_1 U2$U2$U2$Q2_PIN_3
+ 0.8109886183790636
RU2$U2$U2$R1 U2$U5$Pin_2_IN_$$MINUS$ Pin3_V_$$PLUS$
+ 31.830988618379063
RU2$U2$U2$R2 U2$U5$Pin_1_IN_$$PLUS$ Pin3_V_$$PLUS$
+ 31.830988618379063
QU2$U2$U2$Q1 U2$U5$Pin_2_IN_$$MINUS$
+ U2$U2$U2$Pin_1_IN_$$PLUS$ U2$U2$U2$R39_PIN_2 QG7 OFF
.model QG7 NPN BF=15151.515151515152
QU2$U2$U2$Q2 U2$U5$Pin_1_IN_$$PLUS$ Pin2_IN_$$MINUS$
+ U2$U2$U2$Q2_PIN_3 QG8 OFF
.model QG8 NPN BF=15151.515151515152
RU2$U2$U2$R39 U2$U2$U2$R39_PIN_1 U2$U2$U2$R39_PIN_2
+ 0.8109886183790636
IU2$U2$U2$I1$1 U2$U2$U2$R39_PIN_1 Pin4_V_$$MINUS$
+ 0.0016666666666666668
GU2$U2$I4$controlledSource 0 U2$U2$F_VCM_CMRR
+ VALUE={((V(Pin1_IN_$$PLUS$) + V(Pin2_IN_$$MINUS$)) / 2.0 -
+ (V(Pin3_V_$$PLUS$) + V(Pin4_V_$$MINUS$)) / 2.0) / 10000.0
+ / 30000.0}
LU2$U2$L1$inductor U2$U2$L1$currentProbe$_PIN1
+ U2$U2$L1_PIN_1 5.305164769729845 IC=0.0
VU2$U2$L1$resistor U2$U2$L1$currentProbe$_PIN2
+ U2$U2$F_VCM_CMRR 0.0
VU2$U2$L1$currentProbe U2$U2$L1$currentProbe$_PIN1
+ U2$U2$L1$currentProbe$_PIN2 0
EU2$U2$V11$controlledSource U2$U2$U2$Pin_1_IN_$$PLUS$
+ Pin1_IN_$$PLUS$ VALUE={0.0 + V(U2$U2$F_VCM_CMRR)}
IU2$U2$I5$1 Pin1_IN_$$PLUS$ Pin2_IN_$$MINUS$ 0.0
CU2$U2$C8$1 Pin1_IN_$$PLUS$ U2$U2$C8$2$_PIN1 1.5E-12
+ IC=0.0
VU2$U2$C8$2 U2$U2$C8$2$_PIN1 Pin2_IN_$$MINUS$ 0.0
CU2$U2$C9$1 U2$U5$Pin_2_IN_$$MINUS$ U2$U2$C9$2$_PIN1
+ 2.0798668885191352E-10 IC=0.0
VU2$U2$C9$2 U2$U2$C9$2$_PIN1 U2$U5$Pin_1_IN_$$PLUS$ 0.0
RU2$U6$R1 0 U2$U7$Pin_1_IN 1000000.0
GU2$U6$G1$3 0 U2$U7$Pin_1_IN VALUE={1.0 / 1000000.0 *
+ V(U2$U5$Pin_5_OUT, 0)}
CU2$U6$C1$1 0 U2$U6$C1$2$_PIN1 1.3240843851239214E-14
+ IC=0.0
VU2$U6$C1$2 U2$U6$C1$2$_PIN1 U2$U7$Pin_1_IN 0.0
RU2$U8$R1 0 U2$U9$Pin_1_IN 1000000.0
GU2$U8$G1$3 0 U2$U9$Pin_1_IN VALUE={1.0 / 1000000.0 *
+ V(U2$U7$Pin_2_OUT, 0)}
CU2$U8$C1$1 0 U2$U8$C1$2$_PIN1 1.3240843851239214E-14
+ IC=0.0
VU2$U8$C1$2 U2$U8$C1$2$_PIN1 U2$U9$Pin_1_IN 0.0
RU2$U9$R1 0 U2$U9$Pin_2_OUT 1000000.0
GU2$U9$G1$3 0 U2$U9$Pin_2_OUT VALUE={1.0 / 1000000.0 *
+ V(U2$U9$Pin_1_IN, 0)}
CU2$U9$C1$1 0 U2$U9$C1$2$_PIN1 1.3240843851239214E-14
+ IC=0.0
VU2$U9$C1$2 U2$U9$C1$2$_PIN1 U2$U9$Pin_2_OUT 0.0
RU2$U7$R1 0 U2$U7$Pin_2_OUT 1000000.0
GU2$U7$G1$3 0 U2$U7$Pin_2_OUT VALUE={1.0 / 1000000.0 *
+ V(U2$U7$Pin_1_IN, 0)}
CU2$U7$C1$1 0 U2$U7$C1$2$_PIN1 1.3240843851239214E-14
+ IC=0.0
VU2$U7$C1$2 U2$U7$C1$2$_PIN1 U2$U7$Pin_2_OUT 0.0
DU2$U5$D9 U2$U5$Pin_5_OUT U2$U5$V10_PIN_2 DG9 temp=27
.model DG9 D IS=1.0E-12
RU2$U5$R36 0 U2$U5$Pin_5_OUT 477464.82927568594
DU2$U5$D10 U2$U5$D10_PIN_1 U2$U5$Pin_5_OUT DG10 temp=27
.model DG10 D IS=1.0E-12
EU2$U5$V8$controlledSource U2$U5$V10_PIN_1 0
+ VALUE={V(Pin3_V_$$PLUS$, Pin4_V_$$MINUS$) / 2.0}
EU2$U5$B3$controlledSource 0 U2$U5$V9_PIN_2
+ VALUE={V(Pin3_V_$$PLUS$, Pin4_V_$$MINUS$) / 2.0}
CU2$U5$C5$1 0 U2$U5$C5$2$_PIN1 3.3333333333333334E-9
+ IC=0.0
VU2$U5$C5$2 U2$U5$C5$2$_PIN1 U2$U5$Pin_5_OUT 0.0
GU2$U5$G7$3 0 U2$U5$Pin_5_OUT VALUE={15000.0 /
+ 477464.82927568594 * V(U2$U5$Pin_1_IN_$$PLUS$,
+ U2$U5$Pin_2_IN_$$MINUS$)}
VU2$U5$V9$1 U2$U5$D10_PIN_1 U2$U5$V9_PIN_2
+ 1.5489012642594155
VU2$U5$V10$1 U2$U5$V10_PIN_1 U2$U5$V10_PIN_2
+ 1.5489012642594155
.ends