diff --git a/xschem_library/examples/LCC_instances.sch b/xschem_library/examples/LCC_instances.sch index 2248370b..00e14a96 100644 --- a/xschem_library/examples/LCC_instances.sch +++ b/xschem_library/examples/LCC_instances.sch @@ -1,4 +1,4 @@ -v {xschem version=3.4.4 file_version=1.2 +v {xschem version=3.4.5 file_version=1.2 * * This file is part of XSCHEM, * a schematic capture and Spice/Vhdl/Verilog netlisting tool for circuit @@ -51,10 +51,11 @@ x2=3 divx=6 node="a zz +zz%1 zzz" -color="4 6 8" +color="8 6 12 7" sweep="v(a)" -dataset=-1} +dataset=0} B 2 10 -950 570 -720 {flags=graph y1 = 0 y2 = 3 @@ -66,7 +67,7 @@ node="z a" color="4 6" sweep="v(a) v(z)" -dataset=-1} +} P 4 5 560 -700 560 -510 1350 -510 1350 -700 560 -700 {dash=3} P 4 5 820 -920 820 -730 1350 -730 1350 -920 820 -920 {dash=3} P 4 5 0 -1160 1840 -1160 1840 0 -0 0 0 -1160 {dash=4} diff --git a/xschem_library/examples/cmos_example.sch b/xschem_library/examples/cmos_example.sch index 5830a007..df642bf2 100644 --- a/xschem_library/examples/cmos_example.sch +++ b/xschem_library/examples/cmos_example.sch @@ -1,4 +1,4 @@ -v {xschem version=3.4.4 file_version=1.2 +v {xschem version=3.4.5 file_version=1.2 * * This file is part of XSCHEM, * a schematic capture and Spice/Vhdl/Verilog netlisting tool for circuit @@ -29,27 +29,29 @@ y1=1.16665 y2=5.05705 divy=4 subdivy=1 -x1=2.3 -x2=2.7 +x1=2.44076 +x2=2.56549 divx=6 subdivx=1 -node="v(diffout) -v(plus) -v(minus)" -color="7 8 10" +node="diffout@1uA;v(diffout)%0 +diffout@10uA;v(diffout)%1 +diffout@100uA;v(diffout)%2" +color="6 4 7" -} +dataset=0} B 2 1060 -690 1690 -440 {flags=graph -y1=0 -y2=130 +y1=0.15 +y2=160 divy=4 subdivy=1 -x1=2.3 -x2=2.7 +x1=2.44076 +x2=2.56549 divx=6 subdivx=1 -node="\\"GAIN;diffout deriv()\\"" -color=7 +node="\\"GAIN @ 1uA;diffout deriv() % 0\\" +\\"GAIN @ 10uA;diffout deriv() % 1\\" +\\"GAIN @ 100uA;diffout deriv() % 2\\"" +color="6 4 7" } B 2 240 -820 377 -760 {flags=image @@ -84,7 +86,7 @@ lab=0} N 670 -290 690 -290 { lab=0} N 500 -260 690 -260 { -lab=#net1} +lab=S} N 440 -290 460 -290 { lab=PLUS} N 730 -290 750 -290 { @@ -135,16 +137,16 @@ N 240 -160 260 -160 { lab=0} N 690 -460 690 -400 { lab=DIFFOUT} -N 500 -460 500 -380 { -lab=G} N 570 -260 570 -250 { +lab=S} +N 500 -340 500 -320 { lab=#net1} -N 500 -380 500 -320 { -lab=G} N 570 -250 570 -190 { -lab=#net1} +lab=S} N 690 -340 690 -320 { lab=#net2} +N 500 -460 500 -400 { +lab=G} C {lab_pin.sym} 750 -360 0 0 {name=p20 lab=0 net_name=true} C {lab_pin.sym} 30 -220 0 0 {name=p17 lab=0 net_name=true} C {title.sym} 160 -30 0 0 {name=l1 author="Stefan Schippers" net_name=true} @@ -155,7 +157,8 @@ C {lab_pin.sym} 570 -100 0 0 {name=p1 lab=0 net_name=true} C {lab_pin.sym} 60 -310 0 1 {name=p2 lab=VCC net_name=true} C {nmos4.sym} 280 -160 0 1 {name=m3 model=cmosn w=5u l=2u m=1 net_name=true} C {lab_pin.sym} 260 -100 0 0 {name=p3 lab=0 net_name=true} -C {isource.sym} 260 -270 0 0 {name=IBIAS value=100u net_name=true} +C {isource.sym} 260 -270 0 0 {name=IBIAS value='IB' net_name=true +} C {lab_pin.sym} 260 -300 0 0 {name=p4 lab=0 net_name=true} C {nmos4.sym} 480 -290 0 0 {name=m4 model=cmosn w=10u l=1u m=1 net_name=true} C {lab_pin.sym} 520 -290 0 1 {name=p5 lab=0 net_name=true} @@ -168,7 +171,7 @@ C {lab_pin.sym} 570 -580 0 0 {name=p8 lab=VCC net_name=true} C {lab_pin.sym} 440 -290 0 0 {name=p9 lab=PLUS net_name=true} C {lab_pin.sym} 750 -290 0 1 {name=p10 lab=MINUS net_name=true} C {lab_pin.sym} 830 -420 0 1 {name=p11 lab=DIFFOUT net_name=true} -C {lab_pin.sym} 260 -210 0 0 {name=p13 lab=GN net_name=true} +C {lab_pin.sym} 260 -220 0 0 {name=p13 lab=GN net_name=true} C {lab_pin.sym} 30 -350 0 0 {name=p14 lab=0 net_name=true} C {vsource.sym} 30 -380 0 0 {name=VPLUS value="2.5 pwl 0 2.4 10n 2.4 10.1n 2.6" net_name=true} C {lab_pin.sym} 60 -440 0 1 {name=p15 lab=PLUS net_name=true} @@ -187,10 +190,6 @@ tclcommand="xschem annotate_op $\{netlist_dir\}/cmos_example_ngspice.raw"} C {launcher.sym} 700 -110 0 0 {name=h2 descr="View raw file" 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appendwrite -* tran 1n 300n -dc vplus 2.3 2.7 0.001 -write cmos_example_ngspice.raw + save all + op + write cmos_example_ngspice.raw + set appendwrite + * tran 1n 300n + dc vplus 2.3 2.7 0.001 + write cmos_example_ngspice.raw + + alterparam IB=10u + reset + save all + dc vplus 2.3 2.7 0.001 + write cmos_example_ngspice.raw + + alterparam IB=100u + reset + save all + dc vplus 2.3 2.7 0.001 + write cmos_example_ngspice.raw + .endc "} @@ -1595,7 +253,8 @@ xschem raw_read $netlist_dir/cmos_example_xyce.raw C {simulator_commands.sym} 920 -180 0 0 {name=COMMANDS1 simulator=xyce only_toplevel=true -value=".temp 30 +value="* .temp 30 +.param IB=100u ** models are generally not free: you must download ** SPICE models for active devices and put them into the below ** referenced file in netlist/simulation directory. @@ -1614,3 +273,5 @@ descr="I="} C {ngspice_get_expr.sym} 160 -150 0 0 {name=r8 node="[to_eng [expr \{[ngspice::get_voltage gn] * [ngspice::get_current \{m3[id]\}]\}]]" descr="Power=" } +C {ammeter.sym} 500 -370 0 1 {name=Vmeasl} +C {lab_pin.sym} 570 -230 0 0 {name=p19 lab=S net_name=true} diff --git a/xschem_library/examples/test_ac.sch b/xschem_library/examples/test_ac.sch index 9fec97c9..88f99700 100644 --- a/xschem_library/examples/test_ac.sch +++ b/xschem_library/examples/test_ac.sch @@ -1,4 +1,4 @@ -v {xschem version=3.4.4 file_version=1.2 +v {xschem version=3.4.5 file_version=1.2 * * This file is part of XSCHEM, * a schematic capture and Spice/Vhdl/Verilog netlisting tool for circuit @@ -25,7 +25,7 @@ V {} S {} E {} B 2 1030 -330 1570 -130 {flags=graph -y1=-5.7 +y1=-8.1 y2=44 ypos1=0 ypos2=2 @@ -36,14 +36,16 @@ x1=3 x2=10 subdivx=8 -node="\\"diffout db20()\\"" -color=4 +node="\\"diffout @ 1uA; diffout db20() %0\\" +\\"diffout @ 10uA; diffout db20() %1\\" +\\"diffout @ 100uA; diffout db20() %2\\"" +color="6 4 7" unitx=1 divx=10 logx=1 -dataset=-1} +} B 2 1030 -550 1570 -350 {flags=graph y1=-180 y2=180 @@ -56,15 +58,17 @@ x1=3 x2=10 subdivx=8 -node=ph(diffout) -color=7 +node="\\"ph diffout @ 1uA; ph(diffout)%0\\" +\\"phdiffout @10uA; ph(diffout)%1\\" +\\"ph diffout @ 100uA; ph(diffout)%2\\"" +color="6 4 7" unitx=M divx=10 divy=5 logx=1 -dataset=-1} +} B 2 1430 -620 1567 -560 {flags=image alpha=0.6 filter="gm convert png:- -transparent black png:-" @@ -75,7 +79,7 @@ alpha=0.6 image=/home/schippes/x/xyce.png image_data=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} T {CMOS DIFFERENTIAL AMPLIFIER -EXAMPLE} 40 -680 0 0 0.4 0.4 {} +EXAMPLE} 40 -780 0 0 0.4 0.4 {} T {Feedback network loading} 870 -490 0 0 0.4 0.4 {} @@ -114,12 +118,12 @@ N 190 -120 190 -90 {lab=0} N 170 -120 190 -120 {lab=0} N 170 -150 170 -120 {lab=0} N 170 -150 190 -150 {lab=0} -N 830 -600 830 -580 {lab=DIFFOUT_L} -N 830 -520 830 -500 {lab=0} +N 830 -660 830 -620 {lab=DIFFOUT_L} +N 830 -560 830 -540 {lab=0} N 580 -250 580 -230 { lab=MINUS} N 720 -230 750 -230 { lab=#net2} -N 650 -600 650 -580 {lab=D_L} -N 650 -520 650 -500 {lab=0} +N 600 -660 600 -620 {lab=D_L} +N 600 -560 600 -540 {lab=0} N 790 -470 790 -450 { lab=DIFFOUT_L} N 790 -390 790 -370 { lab=D_L} N 830 -420 850 -420 { lab=DIFFOUT} @@ -140,6 +144,14 @@ N 520 -370 520 -330 {lab=DIFFOUT} N 750 -250 750 -230 { lab=#net2} N 520 -330 850 -330 {lab=DIFFOUT} N 850 -330 890 -330 {lab=DIFFOUT} +N 750 -610 790 -610 { +lab=DIFFOUT} +N 750 -570 790 -570 { +lab=0} +N 520 -610 560 -610 { +lab=D} +N 520 -570 560 -570 { +lab=0} C {lab_pin.sym} 30 -150 0 0 {name=p17 lab=0 net_name=true} C {title.sym} 160 -30 0 0 {name=l1 author="Stefan Schippers" net_name=true} C {nmos4.sym} 430 -150 0 0 {name=m1 model=cmosn w=5u l=2u m=1 net_name=true} @@ -167,17 +179,17 @@ C {lab_pin.sym} 30 -280 0 0 {name=p14 lab=0 net_name=true} C {vsource.sym} 30 -310 0 0 {name=VPLUS value="dc 2.5" } C {lab_pin.sym} 60 -370 0 1 {name=p15 lab=PLUS net_name=true} -C {lab_pin.sym} 790 -570 0 0 {name=l18 lab=DIFFOUT} -C {lab_pin.sym} 790 -530 0 0 {name=l19 lab=0} -C {lab_pin.sym} 830 -500 0 0 {name=l20 lab=0} -C {lab_pin.sym} 830 -600 0 1 {name=l21 lab=DIFFOUT_L} -C {vcvs.sym} 830 -550 0 0 {name=e1 value=1} +C {lab_pin.sym} 750 -610 0 0 {name=l18 lab=DIFFOUT} +C {lab_pin.sym} 750 -570 0 0 {name=l19 lab=0} +C {lab_pin.sym} 830 -540 0 0 {name=l20 lab=0} +C {lab_pin.sym} 830 -660 0 1 {name=l21 lab=DIFFOUT_L} +C {vcvs.sym} 830 -590 0 0 {name=e1 value=1} C {lab_pin.sym} 450 -200 0 0 {name=p16 lab=D} -C {lab_pin.sym} 610 -570 0 0 {name=l2 lab=D} -C {lab_pin.sym} 610 -530 0 0 {name=l3 lab=0} -C {lab_pin.sym} 650 -500 0 0 {name=l4 lab=0} -C {lab_pin.sym} 650 -600 0 1 {name=l5 lab=D_L} -C {vcvs.sym} 650 -550 0 0 {name=e2 value=1} +C {lab_pin.sym} 520 -610 0 0 {name=l2 lab=D} +C {lab_pin.sym} 520 -570 0 0 {name=l3 lab=0} +C {lab_pin.sym} 600 -540 0 0 {name=l4 lab=0} +C {lab_pin.sym} 600 -660 0 1 {name=l5 lab=D_L} +C {vcvs.sym} 600 -590 0 0 {name=e2 value=1} C {nmos4.sym} 810 -420 0 1 {name=m7 model=cmosn w=10u l=1u m=1 net_name=true} C {lab_pin.sym} 790 -470 0 0 {name=l6 lab=DIFFOUT_L} C {lab_pin.sym} 790 -370 0 0 {name=l7 lab=D_L} @@ -838,7 +850,7 @@ device="ceramic capacitor"} C {launcher.sym} 1210 -70 0 0 {name=h3 descr="Graph Manual page" url="https://xschem.sourceforge.io/stefan/xschem_man/graphs.html"} -C {simulator_commands.sym} 440 -620 0 0 {name=COMMANDS +C {simulator_commands.sym} 210 -650 0 0 {name=COMMANDS simulator=ngspice only_toplevel=false value=".temp 30 @@ -864,7 +876,7 @@ write test_ac.raw .endc "} -C {simulator_commands.sym} 180 -590 0 0 {name=COMMANDS1 +C {simulator_commands.sym} 40 -650 0 0 {name=COMMANDS1 simulator=xyce only_toplevel=false value=".temp 30 diff --git a/xschem_library/ngspice/autozero_comp.sch b/xschem_library/ngspice/autozero_comp.sch index ed36f6e5..7289085b 100644 --- a/xschem_library/ngspice/autozero_comp.sch +++ b/xschem_library/ngspice/autozero_comp.sch @@ -24,9 +24,9 @@ K {} V {} S {} E {} -L 3 250 -310 250 -120 {} -L 3 410 -310 410 -170 {} -L 3 570 -310 570 -120 {} +L 3 250 -270 250 -120 {} +L 3 410 -270 410 -170 {} +L 3 570 -270 570 -120 {} L 4 150 -100 250 -100 {} L 4 250 -120 250 -100 {} L 4 250 -120 570 -120 {} @@ -42,8 +42,8 @@ B 2 350 -1020 810 -860 {flags=graph y1 = 0 y2 = 0.93 divy = 5 -x1=9.31247e-08 -x2=4.30871e-07 +x1=1.02182e-07 +x2=4.39927e-07 divx=5 subdivx=4 unitx=n @@ -55,27 +55,29 @@ color="8 14 7 12" linewidth_mult=1.0 hilight_wave=-1 -dataset=-1} +dataset=70} B 2 350 -1160 810 -1030 {flags=graph y1 = 0.647319 y2 = 0.652563 -divy = 5 -x1=9.31247e-08 -x2=4.30871e-07 + +x1=1.02182e-07 +x2=4.39927e-07 unitx=n divx=5 -subdivx=4 -node="plus%0 -minus%0" +subdivx=2 +node="plus +minus" color="4 5" -dataset=-1 -linewidth_mult=1.0} +dataset=70 +linewidth_mult=1.0 +divy=3 +subdivy=1} B 2 350 -1320 810 -1160 {flags=graph y1 = 0 y2 = 0.9 divy = 5 -x1=9.31247e-08 -x2=4.30871e-07 +x1=1.02182e-07 +x2=4.39927e-07 unitx=n divx=5 subdivx=4 @@ -87,7 +89,7 @@ cal --failure-- \\"SAOUT#70; vss,saout%70\\"" color="4 4 4 8 8 7 7" -dataset=-1 +dataset=70 digital=1 ypos1=0.0825406 ypos2=0.767045 @@ -98,14 +100,14 @@ B 2 350 -1450 810 -1330 {flags=graph y1 = -8.54414e-05 y2 = 2.7198e-05 divy = 5 -x1=9.31247e-08 -x2=4.30871e-07 +x1=1.02182e-07 +x2=4.39927e-07 divx=5 subdivx=4 unitx=n -dataset=-1 +dataset=70 color="4 7" node="\\"power dset 97 ; i(vvcc) vcc * % 23\\" \\"power dset 70 ; i(vvcc) vcc * % 70\\"" @@ -114,11 +116,11 @@ linewidth_mult=1.0} T {CAL} 140 -180 0 1 0.4 0.4 {} T {EN} 140 -130 0 1 0.4 0.4 {} T {CALIBRATION - 30ns} 400 -300 0 1 0.4 0.4 {} + 30ns} 400 -260 0 1 0.4 0.4 {} T {SENSING - 30ns} 530 -300 0 1 0.4 0.4 {} -T {OFF} 660 -300 0 1 0.4 0.4 {} -T {OFF} 210 -300 0 1 0.4 0.4 {} + 30ns} 530 -260 0 1 0.4 0.4 {} +T {OFF} 660 -260 0 1 0.4 0.4 {} +T {OFF} 210 -260 0 1 0.4 0.4 {} T {NGSPICE MISMATCH SIMULATION} 1210 -310 0 0 0.8 0.8 {} T {Offset-compensated comparator. Detects +/- 2mv differential signal on PLUS, MINUS. Output on SAOUT @@ -129,143 +131,143 @@ N 120 -470 120 -450 {lab=TEMPERAT} N 360 -530 390 -530 {lab=VSS} N 360 -500 360 -480 {lab=VSS} N 360 -580 360 -560 {lab=VSSI} -N 1200 -1070 1230 -1070 {lab=VSS} -N 1200 -1230 1230 -1230 {lab=VCC} -N 1170 -1300 1200 -1300 {lab=VCC} -N 1200 -1300 1200 -1260 {lab=VCC} -N 1170 -940 1200 -940 {lab=VSSI} -N 1200 -980 1200 -940 {lab=VSSI} -N 1060 -1070 1160 -1070 {lab=ZERO0} -N 1060 -1160 1060 -1070 {lab=ZERO0} -N 980 -1160 1060 -1160 {lab=ZERO0} -N 870 -1160 900 -1160 {lab=#net1} -N 870 -1340 870 -1160 {lab=#net1} -N 870 -1340 1300 -1340 {lab=#net1} -N 1200 -1160 1300 -1160 {lab=#net1} -N 1690 -1070 1720 -1070 {lab=VSS} -N 1690 -1230 1720 -1230 {lab=VCC} -N 1660 -1300 1690 -1300 {lab=VCC} -N 1690 -1300 1690 -1260 {lab=VCC} -N 1660 -940 1690 -940 {lab=VSSI} -N 1690 -980 1690 -940 {lab=VSSI} -N 1550 -1070 1650 -1070 {lab=ZERO1} -N 1550 -1160 1550 -1070 {lab=ZERO1} -N 1470 -1160 1550 -1160 {lab=ZERO1} -N 1360 -1160 1390 -1160 {lab=#net2} -N 1360 -1340 1360 -1160 {lab=#net2} -N 1360 -1340 1790 -1340 {lab=#net2} -N 1690 -1160 1790 -1160 {lab=#net2} -N 1300 -1340 1300 -1160 {lab=#net1} -N 1200 -1200 1200 -1160 {lab=#net1} -N 1060 -1230 1060 -1160 {lab=ZERO0} -N 1690 -1200 1690 -1160 {lab=#net2} -N 1550 -1230 1550 -1160 {lab=ZERO1} -N 1790 -1340 1790 -1160 {lab=#net2} +N 1200 -1160 1230 -1160 {lab=VSS} +N 1200 -1320 1230 -1320 {lab=VCC} +N 1170 -1390 1200 -1390 {lab=VCC} +N 1200 -1390 1200 -1350 {lab=VCC} +N 1170 -1030 1200 -1030 {lab=VSSI} +N 1200 -1070 1200 -1030 {lab=VSSI} +N 1060 -1160 1160 -1160 {lab=ZERO0} +N 1060 -1250 1060 -1160 {lab=ZERO0} +N 980 -1250 1060 -1250 {lab=ZERO0} +N 870 -1250 900 -1250 {lab=#net1} +N 870 -1430 870 -1250 {lab=#net1} +N 870 -1430 1300 -1430 {lab=#net1} +N 1200 -1250 1300 -1250 {lab=#net1} +N 1690 -1160 1720 -1160 {lab=VSS} +N 1690 -1320 1720 -1320 {lab=VCC} +N 1660 -1390 1690 -1390 {lab=VCC} +N 1690 -1390 1690 -1350 {lab=VCC} +N 1660 -1030 1690 -1030 {lab=VSSI} +N 1690 -1070 1690 -1030 {lab=VSSI} +N 1550 -1160 1650 -1160 {lab=ZERO1} +N 1550 -1250 1550 -1160 {lab=ZERO1} +N 1470 -1250 1550 -1250 {lab=ZERO1} +N 1360 -1250 1390 -1250 {lab=#net2} +N 1360 -1430 1360 -1250 {lab=#net2} +N 1360 -1430 1790 -1430 {lab=#net2} +N 1690 -1250 1790 -1250 {lab=#net2} +N 1300 -1430 1300 -1250 {lab=#net1} +N 1200 -1290 1200 -1250 {lab=#net1} +N 1060 -1320 1060 -1250 {lab=ZERO0} +N 1690 -1290 1690 -1250 {lab=#net2} +N 1550 -1320 1550 -1250 {lab=ZERO1} +N 1790 -1430 1790 -1250 {lab=#net2} N 970 -640 1000 -640 {lab=VSS} N 1140 -640 1170 -640 {lab=VSS} -N 1170 -800 1200 -800 {lab=VCC} -N 940 -800 970 -800 {lab=VCC} -N 1010 -800 1130 -800 {lab=GN} -N 1010 -800 1010 -770 {lab=GN} -N 970 -770 1010 -770 {lab=GN} -N 970 -770 970 -670 {lab=GN} +N 1170 -870 1200 -870 {lab=VCC} +N 940 -870 970 -870 {lab=VCC} +N 1030 -870 1130 -870 {lab=GN} +N 1030 -870 1030 -820 {lab=GN} +N 970 -820 1030 -820 {lab=GN} +N 970 -740 970 -670 {lab=#net3} N 1170 -710 1170 -670 {lab=OUTDIFF} -N 970 -860 970 -830 {lab=VCC} -N 1070 -860 1170 -860 {lab=VCC} -N 1170 -860 1170 -830 {lab=VCC} +N 970 -930 970 -900 {lab=VCC} +N 1070 -930 1170 -930 {lab=VCC} +N 1170 -930 1170 -900 {lab=VCC} N 1170 -610 1170 -590 {lab=SN} N 1070 -590 1170 -590 {lab=SN} N 970 -610 970 -590 {lab=SN} N 1070 -510 1100 -510 {lab=VSS} N 1070 -590 1070 -540 {lab=SN} -N 1070 -880 1070 -860 {lab=VCC} +N 1070 -950 1070 -930 {lab=VCC} N 1040 -380 1070 -380 {lab=VSSI} N 1070 -420 1070 -380 {lab=VSSI} N 1550 -510 1580 -510 {lab=VSS} -N 1550 -800 1580 -800 {lab=VCC} -N 1520 -870 1550 -870 {lab=VCC} -N 1550 -870 1550 -830 {lab=VCC} +N 1550 -870 1580 -870 {lab=VCC} +N 1520 -940 1550 -940 {lab=VCC} +N 1550 -940 1550 -900 {lab=VCC} N 1520 -380 1550 -380 {lab=VSSI} N 1550 -420 1550 -380 {lab=VSSI} N 1550 -710 1550 -540 {lab=SAOUTF} N 1300 -710 1440 -710 {lab=OUTDIFF} -N 970 -860 1070 -860 {lab=VCC} +N 970 -930 1070 -930 {lab=VCC} N 970 -590 1070 -590 {lab=SN} -N 1200 -1160 1200 -1100 {lab=#net1} -N 1690 -1160 1690 -1100 {lab=#net2} +N 1200 -1250 1200 -1190 {lab=#net1} +N 1690 -1250 1690 -1190 {lab=#net2} N 1440 -710 1440 -510 {lab=OUTDIFF} N 1300 -840 1300 -710 {lab=OUTDIFF} N 1790 -840 1790 -710 {lab=SAOUTF} N 1790 -710 1930 -710 {lab=SAOUTF} N 1170 -710 1300 -710 {lab=OUTDIFF} -N 1170 -770 1170 -710 {lab=OUTDIFF} -N 1440 -800 1440 -710 {lab=OUTDIFF} -N 1550 -1230 1650 -1230 {lab=ZERO1} -N 1060 -1230 1160 -1230 {lab=ZERO0} -N 1440 -800 1510 -800 {lab=OUTDIFF} +N 1170 -740 1170 -710 {lab=OUTDIFF} +N 1440 -870 1440 -710 {lab=OUTDIFF} +N 1550 -1320 1650 -1320 {lab=ZERO1} +N 1060 -1320 1160 -1320 {lab=ZERO0} +N 1440 -870 1510 -870 {lab=OUTDIFF} N 1440 -510 1510 -510 {lab=OUTDIFF} N 2040 -510 2070 -510 {lab=VSS} -N 2040 -800 2070 -800 {lab=VCC} -N 2010 -870 2040 -870 {lab=VCC} -N 2040 -870 2040 -830 {lab=VCC} +N 2040 -870 2070 -870 {lab=VCC} +N 2010 -940 2040 -940 {lab=VCC} +N 2040 -940 2040 -900 {lab=VCC} N 2010 -380 2040 -380 {lab=VSSI} N 2040 -420 2040 -380 {lab=VSSI} N 2040 -710 2040 -540 {lab=SAOUT} N 1930 -710 1930 -510 {lab=SAOUTF} -N 2180 -1070 2210 -1070 {lab=VSS} -N 2180 -1230 2210 -1230 {lab=VCC} -N 2150 -1300 2180 -1300 {lab=VCC} -N 2180 -1300 2180 -1260 {lab=VCC} -N 2150 -940 2180 -940 {lab=VSSI} -N 2180 -980 2180 -940 {lab=VSSI} -N 2040 -1070 2140 -1070 {lab=ZERO2} -N 2040 -1160 2040 -1070 {lab=ZERO2} -N 1960 -1160 2040 -1160 {lab=ZERO2} -N 1850 -1160 1880 -1160 {lab=#net3} -N 1850 -1340 1850 -1160 {lab=#net3} -N 1850 -1340 2370 -1340 {lab=#net3} -N 2180 -1160 2370 -1160 {lab=#net3} -N 2180 -1200 2180 -1160 {lab=#net3} -N 2040 -1230 2040 -1160 {lab=ZERO2} -N 2370 -1340 2370 -1160 {lab=#net3} -N 2180 -1160 2180 -1100 {lab=#net3} +N 2180 -1160 2210 -1160 {lab=VSS} +N 2180 -1320 2210 -1320 {lab=VCC} +N 2150 -1390 2180 -1390 {lab=VCC} +N 2180 -1390 2180 -1350 {lab=VCC} +N 2150 -1030 2180 -1030 {lab=VSSI} +N 2180 -1070 2180 -1030 {lab=VSSI} +N 2040 -1160 2140 -1160 {lab=ZERO2} +N 2040 -1250 2040 -1160 {lab=ZERO2} +N 1960 -1250 2040 -1250 {lab=ZERO2} +N 1850 -1250 1880 -1250 {lab=#net4} +N 1850 -1430 1850 -1250 {lab=#net4} +N 1850 -1430 2370 -1430 {lab=#net4} +N 2180 -1250 2370 -1250 {lab=#net4} +N 2180 -1290 2180 -1250 {lab=#net4} +N 2040 -1320 2040 -1250 {lab=ZERO2} +N 2370 -1430 2370 -1250 {lab=#net4} +N 2180 -1250 2180 -1190 {lab=#net4} N 2370 -840 2370 -710 {lab=SAOUT} -N 2040 -1230 2140 -1230 {lab=ZERO2} -N 1930 -800 2000 -800 {lab=SAOUTF} +N 2040 -1320 2140 -1320 {lab=ZERO2} +N 1930 -870 2000 -870 {lab=SAOUTF} N 1930 -510 2000 -510 {lab=SAOUTF} N 1550 -710 1790 -710 {lab=SAOUTF} -N 2040 -710 2370 -710 {lab=SAOUT} -N 1930 -800 1930 -710 {lab=SAOUTF} -N 2040 -770 2040 -710 {lab=SAOUT} -N 1550 -770 1550 -710 {lab=SAOUTF} +N 2260 -710 2370 -710 {lab=SAOUT} +N 1930 -870 1930 -710 {lab=SAOUTF} +N 2040 -840 2040 -710 {lab=SAOUT} +N 1550 -840 1550 -710 {lab=SAOUTF} N 2260 -810 2290 -810 {lab=VCC} N 2230 -880 2260 -880 {lab=VCC} N 2260 -880 2260 -840 {lab=VCC} N 2260 -780 2260 -710 {lab=SAOUT} N 720 -590 750 -590 {lab=VCC} N 550 -650 550 -620 {lab=SP} -N 650 -650 750 -650 {lab=SP} +N 660 -650 750 -650 {lab=SP} N 750 -650 750 -620 {lab=SP} -N 550 -650 650 -650 {lab=SP} +N 550 -650 660 -650 {lab=SP} N 550 -590 580 -590 {lab=VCC} -N 520 -460 550 -460 {lab=VSS} -N 750 -460 780 -460 {lab=VSS} -N 590 -460 710 -460 {lab=GP} -N 590 -510 590 -460 {lab=GP} -N 550 -510 590 -510 {lab=GP} -N 550 -560 550 -510 {lab=GP} -N 750 -560 750 -490 {lab=OUTDIFF} -N 750 -430 750 -410 {lab=VSSI} -N 550 -410 750 -410 {lab=VSSI} -N 550 -430 550 -410 {lab=VSSI} -N 620 -370 650 -370 {lab=VSSI} -N 650 -410 650 -370 {lab=VSSI} +N 520 -410 550 -410 {lab=VSS} +N 750 -410 780 -410 {lab=VSS} +N 590 -410 710 -410 {lab=GP} +N 590 -460 590 -410 {lab=GP} +N 550 -460 590 -460 {lab=GP} +N 550 -490 550 -460 {lab=GP} +N 750 -470 750 -440 {lab=OUTDIFF} +N 750 -380 750 -360 {lab=VSSI} +N 650 -360 750 -360 {lab=VSSI} +N 550 -380 550 -360 {lab=VSSI} +N 620 -320 650 -320 {lab=VSSI} +N 650 -360 650 -320 {lab=VSSI} N 660 -780 690 -780 {lab=VCC} N 660 -680 660 -650 {lab=SP} N 660 -830 660 -810 {lab=VCC} -N 750 -520 810 -520 {lab=OUTDIFF} -N 660 -750 660 -740 {lab=#net4} -N 550 -510 550 -490 { +N 750 -470 810 -470 {lab=OUTDIFF} +N 660 -750 660 -740 {lab=#net5} +N 550 -460 550 -440 { lab=GP} N 490 -590 510 -590 { lab=MINUS} @@ -275,13 +277,24 @@ N 910 -640 930 -640 { lab=MINUS} N 1210 -640 1230 -640 { lab=PLUS} -N 1300 -1160 1300 -900 {lab=#net1} -N 1790 -1160 1790 -900 {lab=#net2} -N 2370 -1160 2370 -900 {lab=#net3} +N 1300 -1250 1300 -900 {lab=#net1} +N 1790 -1250 1790 -900 {lab=#net2} +N 2370 -1250 2370 -900 {lab=#net4} N 570 -780 620 -780 { lab=GP} N 990 -510 1030 -510 { lab=GN} +N 2040 -710 2260 -710 {lab=SAOUT} +N 550 -360 650 -360 {lab=VSSI} +N 750 -490 750 -470 {lab=OUTDIFF} +N 970 -820 970 -800 {lab=GN} +N 1170 -840 1170 -800 {lab=#net6} +N 550 -560 550 -550 {lab=#net7} +N 750 -560 750 -550 {lab=#net8} +N 1010 -870 1030 -870 { +lab=GN} +N 970 -840 970 -820 { +lab=GN} C {title.sym} 160 -30 0 0 {name=l1 author="Stefan Schippers"} C {ipin.sym} 110 -850 0 0 { name=p92 lab=CAL } C {ipin.sym} 110 -910 0 0 { name=p93 lab=PLUS } @@ -352,56 +365,56 @@ C {lab_pin.sym} 360 -480 0 0 {name=p284 lab=VSS} C {lab_pin.sym} 360 -580 0 0 {name=p199 lab=VSSI} C {nmos4-v.sym} 340 -530 0 0 {name=M67 verilog_gate=nmos del=50,50,50 model=nmos w=5u l=0.13u extra="delvto='agauss(0,ABSVAR,3)'"} C {parax_cap.sym} 360 -470 0 0 {name=c38 value=2p} -C {passgate.sym} 940 -1160 0 1 {name=x1 m=1 +C {passgate.sym} 940 -1250 0 1 {name=x1 m=1 + wn=0.4u ln=0.13u + wp=0.4u lp=0.13u + VCCBPIN=VCC VSSBPIN=VSS extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 940 -1190 0 1 {name=l19 sig_type=std_logic lab=CALB} -C {lab_pin.sym} 940 -1130 0 1 {name=l44 sig_type=std_logic lab=CALBB} -C {nmos4-v.sym} 1180 -1070 0 0 {name=M3 verilog_gate=nmos del=50,50,50 model=nmos w=1.0u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 1230 -1070 0 1 {name=p179 lab=VSS} -C {pmos4-v.sym} 1180 -1230 0 0 {name=M4 verilog_gate=pmos del=50,50,50 model=pmos w=2.0u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 1230 -1230 0 1 {name=p180 lab=VCC} -C {lab_pin.sym} 1170 -1300 0 0 {name=p181 lab=VCC} -C {lab_pin.sym} 1170 -940 0 0 {name=p182 lab=VSSI} -C {passgate.sym} 1430 -1160 0 1 {name=x2 m=1 +C {lab_pin.sym} 940 -1280 0 1 {name=l19 sig_type=std_logic lab=CALB} +C {lab_pin.sym} 940 -1220 0 1 {name=l44 sig_type=std_logic lab=CALBB} +C {nmos4-v.sym} 1180 -1160 0 0 {name=M3 verilog_gate=nmos del=50,50,50 model=nmos w=1.0u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} +C {lab_pin.sym} 1230 -1160 0 1 {name=p179 lab=VSS} +C {pmos4-v.sym} 1180 -1320 0 0 {name=M4 verilog_gate=pmos del=50,50,50 model=pmos w=2.0u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} +C {lab_pin.sym} 1230 -1320 0 1 {name=p180 lab=VCC} +C {lab_pin.sym} 1170 -1390 0 0 {name=p181 lab=VCC} +C {lab_pin.sym} 1170 -1030 0 0 {name=p182 lab=VSSI} +C {passgate.sym} 1430 -1250 0 1 {name=x2 m=1 + wn=0.4u ln=0.13u + wp=0.4u lp=0.13u + VCCBPIN=VCC VSSBPIN=VSS extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 1430 -1190 0 1 {name=l45 sig_type=std_logic lab=CALB} -C {lab_pin.sym} 1430 -1130 0 1 {name=l46 sig_type=std_logic lab=CALBB} -C {nmos4-v.sym} 1670 -1070 0 0 {name=M7 verilog_gate=nmos del=50,50,50 model=nmos w=1.3u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 1720 -1070 0 1 {name=p183 lab=VSS} -C {pmos4-v.sym} 1670 -1230 0 0 {name=M9 verilog_gate=pmos del=50,50,50 model=pmos w=2.6u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 1720 -1230 0 1 {name=p184 lab=VCC} -C {lab_pin.sym} 1660 -1300 0 0 {name=p185 lab=VCC} -C {lab_pin.sym} 1660 -940 0 0 {name=p186 lab=VSSI} -C {lab_pin.sym} 1550 -1220 0 0 {name=l47 lab=ZERO1} -C {lab_pin.sym} 1060 -1220 0 0 {name=l48 lab=ZERO0} +C {lab_pin.sym} 1430 -1280 0 1 {name=l45 sig_type=std_logic lab=CALB} +C {lab_pin.sym} 1430 -1220 0 1 {name=l46 sig_type=std_logic lab=CALBB} +C {nmos4-v.sym} 1670 -1160 0 0 {name=M7 verilog_gate=nmos del=50,50,50 model=nmos w=1.3u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} +C {lab_pin.sym} 1720 -1160 0 1 {name=p183 lab=VSS} +C {pmos4-v.sym} 1670 -1320 0 0 {name=M9 verilog_gate=pmos del=50,50,50 model=pmos w=2.6u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} +C {lab_pin.sym} 1720 -1320 0 1 {name=p184 lab=VCC} +C {lab_pin.sym} 1660 -1390 0 0 {name=p185 lab=VCC} +C {lab_pin.sym} 1660 -1030 0 0 {name=p186 lab=VSSI} +C {lab_pin.sym} 1550 -1310 0 0 {name=l47 lab=ZERO1} +C {lab_pin.sym} 1060 -1310 0 0 {name=l48 lab=ZERO0} C {nmos4-v.sym} 950 -640 0 0 {name=M20 verilog_gate=nmos del=50,50,50 model=nmos w=2u l=0.4u extra="delvto='agauss(0,ABSVAR,3)'"} C {nmos4-v.sym} 1190 -640 0 1 {name=M8 verilog_gate=nmos del=50,50,50 model=nmos w=2u l=0.4u extra="delvto='agauss(0,ABSVAR,3)'"} C {lab_pin.sym} 1000 -640 0 1 {name=p187 lab=VSS} C {lab_pin.sym} 1140 -640 0 0 {name=p188 lab=VSS} -C {pmos4-v.sym} 1150 -800 0 0 {name=M30 verilog_gate=pmos del=50,50,50 model=pmos w=2u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 1200 -800 0 1 {name=p189 lab=VCC} -C {pmos4-v.sym} 990 -800 0 1 {name=M12 verilog_gate=pmos del=50,50,50 model=pmos w=2u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 940 -800 0 0 {name=p190 lab=VCC} +C {pmos4-v.sym} 1150 -870 0 0 {name=M30 verilog_gate=pmos del=50,50,50 model=pmos w=2u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} +C {lab_pin.sym} 1200 -870 0 1 {name=p189 lab=VCC} +C {pmos4-v.sym} 990 -870 0 1 {name=M12 verilog_gate=pmos del=50,50,50 model=pmos w=2u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} +C {lab_pin.sym} 940 -870 0 0 {name=p190 lab=VCC} C {nmos4-v.sym} 1050 -510 0 0 {name=M32 verilog_gate=nmos del=50,50,50 model=nmos w=1u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} C {lab_pin.sym} 1100 -510 0 1 {name=p191 lab=VSS} -C {lab_pin.sym} 1070 -880 0 0 {name=p192 lab=VCC} +C {lab_pin.sym} 1070 -950 0 0 {name=p192 lab=VCC} C {lab_pin.sym} 1040 -380 0 0 {name=p193 lab=VSSI} C {nmos4-v.sym} 1530 -510 0 0 {name=M17 verilog_gate=nmos del=50,50,50 model=nmos w=1u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} C {lab_pin.sym} 1580 -510 0 1 {name=p194 lab=VSS} -C {pmos4-v.sym} 1530 -800 0 0 {name=M13 verilog_gate=pmos del=50,50,50 model=pmos w=2u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 1580 -800 0 1 {name=p195 lab=VCC} -C {lab_pin.sym} 1520 -870 0 0 {name=p196 lab=VCC} +C {pmos4-v.sym} 1530 -870 0 0 {name=M13 verilog_gate=pmos del=50,50,50 model=pmos w=2u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} +C {lab_pin.sym} 1580 -870 0 1 {name=p195 lab=VCC} +C {lab_pin.sym} 1520 -940 0 0 {name=p196 lab=VCC} C {lab_pin.sym} 1520 -380 0 0 {name=p197 lab=VSSI} C {lab_pin.sym} 1790 -750 0 0 {name=l49 lab=SAOUTF} C {parax_cap.sym} 1620 -700 0 0 {name=c3 value=4f} C {lab_pin.sym} 1300 -750 0 0 {name=l51 lab=OUTDIFF} C {lab_pin.sym} 1070 -570 0 0 {name=l52 lab=SN} -C {lab_pin.sym} 1010 -770 0 1 {name=l53 lab=GN} -C {parax_cap.sym} 1060 -790 0 0 {name=c5 value=4f} +C {lab_pin.sym} 1030 -820 0 1 {name=l53 lab=GN} +C {parax_cap.sym} 1060 -860 0 0 {name=c5 value=4f} C {parax_cap.sym} 990 -580 0 0 {name=c30 value=2f} C {parax_cap.sym} 1260 -700 0 0 {name=c31 value=4f} C {lab_pin.sym} 990 -510 0 0 {name=p198 lab=GN} @@ -409,31 +422,31 @@ C {lab_pin.sym} 1230 -640 0 1 {name=l54 lab=PLUS} C {lab_pin.sym} 910 -640 0 0 {name=l55 lab=MINUS} C {ammeter.sym} 1070 -450 0 0 {name=vdiffn} C {ammeter.sym} 1550 -450 0 0 {name=v3} -C {ammeter.sym} 1690 -1010 0 0 {name=v4} -C {ammeter.sym} 1200 -1010 0 0 {name=v6} +C {ammeter.sym} 1690 -1100 0 0 {name=v4} +C {ammeter.sym} 1200 -1100 0 0 {name=v6} C {nmos4-v.sym} 2020 -510 0 0 {name=M19 verilog_gate=nmos del=50,50,50 model=nmos w=1u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} C {lab_pin.sym} 2070 -510 0 1 {name=p9 lab=VSS} -C {pmos4-v.sym} 2020 -800 0 0 {name=M21 verilog_gate=pmos del=50,50,50 model=pmos w=2u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 2070 -800 0 1 {name=p10 lab=VCC} -C {lab_pin.sym} 2010 -870 0 0 {name=p11 lab=VCC} +C {pmos4-v.sym} 2020 -870 0 0 {name=M21 verilog_gate=pmos del=50,50,50 model=pmos w=2u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} +C {lab_pin.sym} 2070 -870 0 1 {name=p10 lab=VCC} +C {lab_pin.sym} 2010 -940 0 0 {name=p11 lab=VCC} C {lab_pin.sym} 2010 -380 0 0 {name=p12 lab=VSSI} C {parax_cap.sym} 2110 -700 0 0 {name=c1 value=4f} C {ammeter.sym} 2040 -450 0 0 {name=v1} C {lab_pin.sym} 2370 -710 0 1 {name=l3 lab=SAOUT} -C {passgate.sym} 1920 -1160 0 1 {name=x3 m=1 +C {passgate.sym} 1920 -1250 0 1 {name=x3 m=1 + wn=0.4u ln=0.13u + wp=0.4u lp=0.13u + VCCBPIN=VCC VSSBPIN=VSS extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 1920 -1190 0 1 {name=l5 sig_type=std_logic lab=CALB} -C {lab_pin.sym} 1920 -1130 0 1 {name=l6 sig_type=std_logic lab=CALBB} -C {nmos4-v.sym} 2160 -1070 0 0 {name=M23 verilog_gate=nmos del=50,50,50 model=nmos w=1.5u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 2210 -1070 0 1 {name=p13 lab=VSS} -C {pmos4-v.sym} 2160 -1230 0 0 {name=M24 verilog_gate=pmos del=50,50,50 model=pmos w=3u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} -C {lab_pin.sym} 2210 -1230 0 1 {name=p14 lab=VCC} -C {lab_pin.sym} 2150 -1300 0 0 {name=p16 lab=VCC} -C {lab_pin.sym} 2150 -940 0 0 {name=p17 lab=VSSI} -C {lab_pin.sym} 2040 -1220 0 0 {name=l8 lab=ZERO2} -C {ammeter.sym} 2180 -1010 0 0 {name=v5} +C {lab_pin.sym} 1920 -1280 0 1 {name=l5 sig_type=std_logic lab=CALB} +C {lab_pin.sym} 1920 -1220 0 1 {name=l6 sig_type=std_logic lab=CALBB} +C {nmos4-v.sym} 2160 -1160 0 0 {name=M23 verilog_gate=nmos del=50,50,50 model=nmos w=1.5u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} +C {lab_pin.sym} 2210 -1160 0 1 {name=p13 lab=VSS} +C {pmos4-v.sym} 2160 -1320 0 0 {name=M24 verilog_gate=pmos del=50,50,50 model=pmos w=3u l=1.0u extra="delvto='agauss(0,ABSVAR,3)'"} +C {lab_pin.sym} 2210 -1320 0 1 {name=p14 lab=VCC} +C {lab_pin.sym} 2150 -1390 0 0 {name=p16 lab=VCC} +C {lab_pin.sym} 2150 -1030 0 0 {name=p17 lab=VSSI} +C {lab_pin.sym} 2040 -1310 0 0 {name=l8 lab=ZERO2} +C {ammeter.sym} 2180 -1100 0 0 {name=v5} C {pmos4-v.sym} 2240 -810 0 0 {name=M6 verilog_gate=pmos del=50,50,50 model=pmos w=0.6u l=0.2u extra="delvto='agauss(0,ABSVAR,3)'"} C {lab_pin.sym} 2290 -810 0 1 {name=p18 lab=VCC} C {lab_pin.sym} 2230 -880 0 0 {name=p19 lab=VCC} @@ -442,27 +455,27 @@ C {pmos4-v.sym} 770 -590 0 1 {name=M18 verilog_gate=pmos del=50,50,50 model=pmos C {lab_pin.sym} 720 -590 0 0 {name=p20 lab=VCC} C {pmos4-v.sym} 530 -590 0 0 {name=M25 verilog_gate=pmos del=50,50,50 model=pmos w=4u l=0.4u extra="delvto='agauss(0,ABSVAR,3)'"} C {lab_pin.sym} 580 -590 0 1 {name=p21 lab=VCC} -C {lab_pin.sym} 520 -460 0 0 {name=p22 lab=VSS} -C {lab_pin.sym} 780 -460 0 1 {name=p23 lab=VSS} -C {lab_pin.sym} 620 -370 0 0 {name=p24 lab=VSSI} +C {lab_pin.sym} 520 -410 0 0 {name=p22 lab=VSS} +C {lab_pin.sym} 780 -410 0 1 {name=p23 lab=VSS} +C {lab_pin.sym} 620 -320 0 0 {name=p24 lab=VSSI} C {pmos4-v.sym} 640 -780 0 0 {name=M28 verilog_gate=pmos del=50,50,50 model=pmos w=2u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} C {lab_pin.sym} 690 -780 0 1 {name=p25 lab=VCC} C {lab_pin.sym} 660 -830 0 0 {name=p26 lab=VCC} C {lab_pin.sym} 570 -780 0 0 {name=l7 lab=GP} -C {lab_pin.sym} 550 -530 0 1 {name=l9 lab=GP} +C {lab_pin.sym} 550 -480 0 1 {name=l9 lab=GP} C {lab_pin.sym} 490 -590 0 0 {name=l10 lab=MINUS} C {lab_pin.sym} 810 -590 0 1 {name=l11 lab=PLUS} -C {lab_pin.sym} 810 -520 0 1 {name=l12 lab=OUTDIFF} -C {nmos4-v.sym} 730 -460 0 0 {name=M26 verilog_gate=nmos del=50,50,50 model=nmos w=1u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} -C {nmos4-v.sym} 570 -460 0 1 {name=M1 verilog_gate=nmos del=50,50,50 model=nmos w=1u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} -C {parax_cap.sym} 630 -450 0 0 {name=c2 value=4f} +C {lab_pin.sym} 810 -470 0 1 {name=l12 lab=OUTDIFF} +C {nmos4-v.sym} 730 -410 0 0 {name=M26 verilog_gate=nmos del=50,50,50 model=nmos w=1u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} +C {nmos4-v.sym} 570 -410 0 1 {name=M1 verilog_gate=nmos del=50,50,50 model=nmos w=1u l=0.5u extra="delvto='agauss(0,ABSVAR,3)'"} +C {parax_cap.sym} 630 -400 0 0 {name=c2 value=4f} C {lab_pin.sym} 660 -670 0 0 {name=l13 lab=SP} C {launcher.sym} 930 -260 0 0 {name=h2 descr="Simulate" tclcommand="xschem netlist; xschem simulate"} -C {parax_cap.sym} 1060 -1060 0 0 {name=c4 value=5f} -C {parax_cap.sym} 1550 -1060 0 0 {name=c6 value=5f} -C {parax_cap.sym} 2040 -1060 0 0 {name=c7 value=5f} +C {parax_cap.sym} 1060 -1150 0 0 {name=c4 value=5f} +C {parax_cap.sym} 1550 -1150 0 0 {name=c6 value=5f} +C {parax_cap.sym} 2040 -1150 0 0 {name=c7 value=5f} C {launcher.sym} 65 -1075 0 0 {name=h1 descr="Select arrow and Ctrl-Left-Click to @@ -475,4 +488,7 @@ C {ammeter.sym} 660 -710 0 0 {name=vdiffp} C {ammeter.sym} 1300 -870 0 0 {name=vcalib0} C {ammeter.sym} 1790 -870 0 0 {name=vcalib1} C {ammeter.sym} 2370 -870 0 0 {name=vcalib2} -C {test_generators.sym} 480 -500 0 0 {name=x28} +C {ammeter.sym} 970 -770 0 0 {name=vnleft} +C {ammeter.sym} 1170 -770 0 1 {name=vnright} +C {ammeter.sym} 550 -520 0 0 {name=vpleft} +C {ammeter.sym} 750 -520 0 0 {name=vpright}