pdks/sky130B/libs.tech/xschem/sky130_tests/top.sch

v {xschem version=3.0.0 file_version=1.2 

* Copyright 2021 Stefan Frederik Schippers
* 
* Licensed under the Apache License, Version 2.0 (the "License");
* you may not use this file except in compliance with the License.
* You may obtain a copy of the License at
*
*     https://www.apache.org/licenses/LICENSE-2.0
*
* Unless required by applicable law or agreed to in writing, software
* distributed under the License is distributed on an "AS IS" BASIS,
* WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
* See the License for the specific language governing permissions and
* limitations under the License.

}
G {}
K {}
V {}
S {}
E {}
L 4 1610 -1130 3590 -1130 {}
L 4 1610 -895 3590 -895 {}
L 4 1610 -685 3590 -685 {}
L 4 1610 -300 2570 -300 {}
L 4 1610 -95 2570 -95 {}
L 4 1610 -1380 2570 -1380 {}
L 4 1610 -1250 2570 -1250 {}
L 4 2610 -1250 3570 -1250 {}
L 4 2610 -1380 3570 -1380 {}
B 2 1580 -1890 2214 -1575 {flags=image_unscaled
alpha=0.6
image=/home/schippes/x/1.png
image_data=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}
P 4 5 2270 -1910 3460 -1910 3460 -1560 2270 -1560 2270 -1910 {}
T {Git / Google-Skywater PDK links} 780 -1660 0 0 0.6 0.6 {layer=8}
T {PFET} 1660 -1040 0 0 1 1 { hcenter=true}
T {NFET} 1660 -800 0 0 1 1 { hcenter=true}
T {RES} 1660 -550 0 0 1 1 { hcenter=true}
T {DIODE} 1660 -195 0 0 1 1 { hcenter=true}
T {PNP} 1660 -70 0 0 1 1 { hcenter=true}
T {Digital standard cells} 20 -1060 0 0 0.6 0.6 {layer=8}
T {Ctrl-Click to open link} 750 -1610 0 0 0.3 0.3 {layer=11}
T {Ctrl-Click to open link} 780 -850 0 0 0.3 0.3 {layer=11}
T {* Copyright 2021 Stefan Frederik Schippers
* 
* Licensed under the Apache License, Version 2.0
* (the "License"); you may not use this file
* except in compliance with the License.
* You may obtain a copy of the License at
*
*     https://www.apache.org/licenses/LICENSE-2.0
*
* Unless required by applicable law or agreed to
* in writing, software distributed under the License is
* distributed on an "AS IS" BASIS, WITHOUT WARRANTIES
* OR CONDITIONS OF ANY KIND,* either express or implied.
* See the License for the specific language governing
* permissions and limitations under the License.} 20 -530 0 0 0.5 0.5 {}
T {MIM} 1660 -1205 0 0 1 1 { hcenter=true}
T {Available models:
sky130_fd_pr__diode_pw2nd_05v5
sky130_fd_pr__diode_pw2nd_11v0
sky130_fd_pr__diode_pw2nd_05v5_nvt
sky130_fd_pr__diode_pw2nd_05v5_lvt
sky130_fd_pr__diode_pd2nw_05v5
sky130_fd_pr__diode_pd2nw_11v0
sky130_fd_pr__diode_pd2nw_05v5_hvt
sky130_fd_pr__diode_pd2nw_05v5_lvt
sky130_fd_pr__model__parasitic__rf_diode_ps2nw
sky130_fd_pr__model__parasitic__rf_diode_pw2dn
sky130_fd_pr__model__parasitic__diode_pw2dn
sky130_fd_pr__model__parasitic__diode_ps2dn
sky130_fd_pr__model__parasitic__diode_ps2nw
} 1910 -290 0 0 0.2 0.2 {}
T {Available_models:
sky130_fd_pr__diode_pw2nd_05v5
sky130_fd_pr__diode_pw2nd_11v0
sky130_fd_pr__diode_pd2nw_05v5
sky130_fd_pr__diode_pd2nw_11v0
sky130_fd_pr__model__parasitic__diode_ps2dn
} 2340 -190 0 0 0.2 0.2 {}
T {VARACTORS} 1630 -1345 0 0 1 1 { hcenter=true}
T {Analog primitives validation} 10 -1750 0 0 0.6 0.6 {layer=8}
T {PERP. VPP CAP} 1660 -1475 0 0 1 1 { hcenter=true}
T {Available models:
cap_vpp_11p5x11p7_l1m1m2m3m4_shieldm5
cap_vpp_11p5x11p7_l1m1m2m3m4_shieldpom5
cap_vpp_11p5x11p7_m1m2m3m4_shieldl1m5
cap_vpp_04p4x04p6_m1m2m3_shieldl1m5_floatm4
cap_vpp_08p6x07p8_m1m2m3_shieldl1m5_floatm4
cap_vpp_11p5x11p7_m1m2m3_shieldl1m5_floatm4
cap_vpp_11p5x11p7_l1m1m2m3_shieldm4
cap_vpp_06p8x06p1_l1m1m2m3_shieldpom4
cap_vpp_06p8x06p1_m1m2m3_shieldl1m4
cap_vpp_11p3x11p8_l1m1m2m3m4_shieldm5} 2260 -1530 0 0 0.2 0.2 {}
T {3 PIN
NFET} 2820 -860 0 0 1 1 { hcenter=true}
T {3 PIN
PFET} 2820 -1070 0 0 1 1 { hcenter=true}
T {Decred_hash_macro: import of a big RTL design from spice netlist} 430 -720 0 0 0.3 0.3 {layer=11}
T {Select with a mouse Click then press 'e'
key to descend into these subcircuits} 60 -1700 0 0 0.3 0.3 {layer=11}
T {Select with a mouse Click then press 'e'
key to descend into these subcircuits} 60 -1010 0 0 0.3 0.3 {layer=11}
T {To simulate with ngspice please create a .spiceinit file
in the simulation directory (the directory where xschem 
writes the spice netlist and runs the simulator) with the
following content:} 2320 -1880 0 0 0.7 0.7 {layer=8}
T {set ngbehavior=hsa
set ng_nomodcheck } 2500 -1680 0 0 0.8 0.8 {font=Monospace}
T {ESD} 2770 -1345 0 0 1 1 { hcenter=true}
T {RERAM} 2770 -1475 0 0 1 1 { hcenter=true}
T {Note: Still untested!} 2840 -1540 0 0 0.7 0.7 {}
T {Git / Google-Skywater RERAM PDK links} 780 -1060 0 0 0.6 0.6 {layer=8}
T {PFET} 3050 -390 0 0 1 1 { hcenter=true}
T {NFET} 3050 -150 0 0 1 1 { hcenter=true}
T {These symbols take W as Finger length
instead of total width} 3450 -600 0 0 1 1 { hcenter=true}
C {devices/title.sym} 160 -30 0 0 {name=l1 author="Stefan Schippers"}
C {devices/launcher.sym} 810 -1500 0 0 {name=h1
descr="Google-Skywater PDK documentation" 
url="http://skywater-pdk.readthedocs.io/en/main"}
C {devices/launcher.sym} 810 -1420 0 0 {name=h2
descr="Google-Skywater PDK git repo" 
url="https://foss-eda-tools.googlesource.com/skywater-pdk/libs"}
C {devices/launcher.sym} 810 -1460 0 0 {name=h3
descr="Google-Skywater PDK documentation: Device details" 
url="https://skywater-pdk.readthedocs.io/en/main/rules/device-details.html"}
C {sky130_tests/test_nmos.sym} 190 -1400 0 0 {name=x1}
C {sky130_tests/test_pmos.sym} 190 -1360 0 0 {name=x2}
C {sky130_tests/test_inv.sym} 190 -1320 0 0 {name=x5}
C {sky130_tests/test_res.sym} 190 -1440 0 0 {name=x3}
C {sky130_tests/test_bipolar.sym} 190 -1480 0 0 {name=x4}
C {sky130_tests/test_diode.sym} 190 -1520 0 0 {name=x6}
C {sky130_fd_pr/diode.sym} 2200 -140 0 0 {name=D1
model=diode_pw2nd_05v5
area=1

}
C {sky130_fd_pr/lvsdiode.sym} 1770 -140 0 0 {name=D2
model=diode_pw2nd_11v0
area=1

}
C {sky130_fd_pr/pnp_05v5.sym} 1980 -50 0 0 {name=Q1
model=pnp_05v5_W0p68L0p68
spiceprefix=X
}
C {sky130_fd_pr/res_iso_pw.sym} 1830 -630 0 0 {name=R1
W=2.65
L=2.65
model=res_iso_pw
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_generic_nd.sym} 1990 -630 0 0 {name=R2
W=1
L=1
model=res_generic_nd
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_generic_pd.sym} 2150 -630 0 0 {name=R3
W=1
L=1
model=res_generic_pd
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_generic_po.sym} 2460 -630 0 0 {name=R4
W=1
L=1
model=res_generic_po
spiceprefix=X
spice_ignore=true
 mult=1}
C {sky130_fd_pr/res_high_po.sym} 1830 -500 0 0 {name=R5
W=1
L=1
model=res_high_po
spiceprefix=X
mult=1}
C {sky130_fd_pr/res_high_po_0p35.sym} 1990 -500 0 0 {name=R6
W=0.35
L=0.35
model=res_high_po_0p35
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_high_po_0p69.sym} 2150 -500 0 0 {name=R7
W=0.69
L=0.69
model=res_high_po_0p69
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_high_po_1p41.sym} 2310 -500 0 0 {name=R8
W=1.41
L=1.41
model=res_high_po_1p41
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_xhigh_po.sym} 1830 -370 0 0 {name=R9
W=1
L=1
model=res_xhigh_po
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_xhigh_po_0p35.sym} 1990 -370 0 0 {name=R10
W=0.35
L=0.35
model=res_xhigh_po_0p35
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_xhigh_po_0p69.sym} 2150 -370 0 0 {name=R11
W=0.69
L=0.69
model=res_xhigh_po_0p69
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_xhigh_po_1p41.sym} 2310 -370 0 0 {name=R12
W=1.41
L=1.41
model=res_xhigh_po_1p41
spiceprefix=X
 mult=1}
C {sky130_fd_pr/nfet_01v8_lvt.sym} 1810 -840 0 0 {name=M1
L=0.15
W=1
nf=1 mult=1
model=nfet_01v8_lvt
spiceprefix=X
}
C {sky130_fd_pr/nfet_01v8.sym} 1970 -840 0 0 {name=M2
L=0.15
W=1  
nf=1 mult=1
model=nfet_01v8
spiceprefix=X
}
C {sky130_fd_pr/nfet_03v3_nvt.sym} 2130 -840 0 0 {name=M3
L=0.5
W=1
nf=1 mult=1
model=nfet_03v3_nvt
spiceprefix=X
}
C {sky130_fd_pr/nfet_05v0_nvt.sym} 2290 -840 0 0 {name=M4
L=0.9
W=1
nf=1 mult=1
model=nfet_05v0_nvt
spiceprefix=X
}
C {sky130_fd_pr/nfet_g5v0d10v5.sym} 1810 -750 0 0 {name=M5
L=0.5
W=1
nf=1 mult=1
model=nfet_g5v0d10v5
spiceprefix=X
}
C {sky130_fd_pr/nfet_g5v0d16v0.sym} 1970 -750 0 0 {name=M6
L=0.7
W=5.0
nf=1 mult=1
model=nfet_g5v0d16v0
spiceprefix=X
}
C {sky130_fd_pr/pfet_01v8_hvt.sym} 2130 -1070 0 0 {name=M8
L=0.15
W=1
nf=1 mult=1
model=pfet_01v8_hvt
spiceprefix=X
}
C {sky130_fd_pr/pfet_g5v0d10v5.sym} 1810 -970 0 0 {name=M9
L=0.5
W=1
nf=1 mult=1
model=pfet_g5v0d10v5
spiceprefix=X
}
C {sky130_fd_pr/pfet_01v8_lvt.sym} 1810 -1070 0 0 {name=M10
L=0.35
W=1
nf=1 mult=1
model=pfet_01v8_lvt
spiceprefix=X
}
C {sky130_fd_pr/pfet_01v8.sym} 1970 -1070 0 0 {name=M11
L=0.15
W=1
nf=1 mult=1
model=pfet_01v8
spiceprefix=X
}
C {sky130_fd_pr/pfet_g5v0d16v0.sym} 1970 -970 0 0 {name=M12
L=0.66
W=5.0
nf=1 mult=1
model=pfet_g5v0d16v0
spiceprefix=X
}
C {sky130_tests/test_comparator.sym} 190 -1280 0 0 {name=x7}
C {sky130_fd_pr/pfet_20v0.sym} 2130 -970 0 0 {name=M13
L=1
W=30
nf=1 mult=1
model=pfet_20v0
spiceprefix=X
spice_ignore=true
}
C {sky130_tests/gates.sym} 190 -910 0 0 {name=x8}
C {devices/launcher.sym} 810 -810 0 0 {name=h4
descr="List of gates" 
url="https://github.com/RTimothyEdwards/open_pdks/blob/master/common/gate_list.txt"}
C {sky130_fd_pr/cap_mim_m3_1.sym} 1910 -1180 0 0 {name=C1 model=cap_mim_m3_1 W=1 L=1 MF=1 spiceprefix=X}
C {sky130_fd_pr/cap_mim_m3_2.sym} 2070 -1180 0 0 {name=C2 model=cap_mim_m3_2 W=1 L=1 MF=1 spiceprefix=X}
C {sky130_tests/test_format_override.sym} 190 -870 0 0 {name=x9}
C {sky130_tests/test_nmos_sizes.sym} 190 -1240 0 0 {name=x11}
C {devices/launcher.sym} 810 -1380 0 0 {name=h5
descr="XSCHEM on Github" 
url="https://github.com/StefanSchippers/xschem"}
C {devices/launcher.sym} 810 -1340 0 0 {name=h6
descr="XSCHEM SKY130 Libraries on Github" 
url="https://github.com/StefanSchippers/xschem_sky130"}
C {sky130_tests/gates_sky130.sym} 190 -830 0 0 {name=x10}
C {sky130_tests/test_stdcells.sym} 190 -950 0 0 {name=x12}
C {sky130_tests/all_sky130_gates.sym} 190 -790 0 0 {name=x13}
C {devices/launcher.sym} 810 -1300 0 0 {name=h7
descr="A good tutorial for using XSCHEM with SKY130 pdk" 
url="https://github.com/bluecmd/learn-sky130/blob/main/schematic/xschem/getting-started.md"}
C {sky130_fd_pr/cap_var_lvt.sym} 1910 -1320 0 0 {name=C3 model=cap_var_lvt W=0.5 L=0.5 VM=1 spiceprefix=X}
C {sky130_fd_pr/cap_var_hvt.sym} 2070 -1320 0 0 {name=C4 model=cap_var_hvt W=0.5 L=0.5 VM=1 spiceprefix=X}
C {sky130_tests/test_varactor.sym} 190 -1560 0 0 {name=x14}
C {sky130_tests/test_vpp_cap.sym} 190 -1600 0 0 {name=x15}
C {sky130_fd_pr/vpp_cap.sym} 1960 -1440 0 0 {name=C5
model=cap_vpp_11p5x11p7_l1m1m2m3m4_shieldm5
W=1
L=1 
mult=1 
spiceprefix=X}
C {devices/launcher.sym} 810 -1260 0 0 {name=h8
descr="Open_pdks documentation"
url="http://opencircuitdesign.com/open_pdks/index.html"}
C {mips_cpu/tb.sym} 190 -750 0 0 {name=x16}
C {sky130_fd_pr/nfet3_01v8_lvt.sym} 2980 -840 0 0 {name=M17
L=0.15
W=1
body=GND
nf=1 mult=1
model=nfet_01v8_lvt
spiceprefix=X
}
C {sky130_fd_pr/nfet3_01v8.sym} 3140 -840 0 0 {name=M18
L=0.15
W=1
body=GND
nf=1 mult=1
model=nfet_01v8
spiceprefix=X
}
C {sky130_fd_pr/nfet3_03v3_nvt.sym} 3300 -840 0 0 {name=M19
L=0.5
W=1
body=GND
nf=1 mult=1
model=nfet_03v3_nvt
spiceprefix=X
}
C {sky130_fd_pr/nfet3_05v0_nvt.sym} 3460 -840 0 0 {name=M20
L=0.9
W=1
body=GND
nf=1 mult=1
model=nfet_05v0_nvt
spiceprefix=X
}
C {sky130_fd_pr/nfet3_g5v0d10v5.sym} 2980 -750 0 0 {name=M21
L=0.5
W=1
body=GND
nf=1 mult=1
model=nfet_g5v0d10v5
spiceprefix=X
}
C {sky130_fd_pr/nfet3_g5v0d16v0.sym} 3140 -750 0 0 {name=M22
L=0.7
W=5.0
body=GND
nf=1 mult=1
model=nfet_g5v0d16v0
spiceprefix=X
}
C {sky130_fd_pr/pfet3_01v8_hvt.sym} 3290 -1070 0 0 {name=M24
L=0.15
W=1
body=VDD
nf=1 mult=1
model=pfet_01v8_hvt
spiceprefix=X
}
C {sky130_fd_pr/pfet3_g5v0d10v5.sym} 2970 -970 0 0 {name=M25
L=0.5
W=1
body=VDD
nf=1 mult=1
model=pfet_g5v0d10v5
spiceprefix=X
}
C {sky130_fd_pr/pfet3_01v8_lvt.sym} 2970 -1070 0 0 {name=M26
L=0.35
W=1
body=VDD
nf=1 mult=1
model=pfet_01v8_lvt
spiceprefix=X
}
C {sky130_fd_pr/pfet3_01v8.sym} 3130 -1070 0 0 {name=M27
L=0.15
W=1
body=VDD
nf=1 mult=1
model=pfet_01v8
spiceprefix=X
}
C {sky130_fd_pr/pfet3_g5v0d16v0.sym} 3130 -970 0 0 {name=M28
L=0.66
W=5.0
body=VDD
nf=1 mult=1
model=pfet_g5v0d16v0
spiceprefix=X
}
C {sky130_fd_pr/pfet3_20v0.sym} 3290 -970 0 0 {name=M29
L=1
W=30
body=VDD
nf=1 mult=1
model=pfet_20v0
spiceprefix=X
spice_ignore=true
}
C {decred_hash_macro/user_project_wrapper.sym} 190 -710 0 0 {name=x17 prefix=sky130_fd_sc_hd__ }
C {sky130_tests/test_mim_cap.sym} 190 -1640 0 0 {name=x18}
C {sky130_tests/LACG.sym} 190 -670 0 0 {name=x19}
C {sky130_tests/test_ff.sym} 190 -630 0 0 {name=x20}
C {sky130_tests/test_analog.sym} 190 -1200 0 0 {name=x21}
C {devices/launcher.sym} 810 -1220 0 0 {name=h10
descr="westonb/sky130-analog" 
url="https://github.com/westonb/sky130-analog/blob/main/designs/basic_opa/README.md"}
C {devices/launcher.sym} 810 -1180 0 0 {name=h11
descr="tclarke/sky130radio" 
url="https://github.com/tclarke/sky130radio"}
C {devices/launcher.sym} 810 -1140 0 0 {name=h12
descr="Deepak42074/vsdsram_sky130" 
url="https://github.com/Deepak42074/vsdsram_sky130"}
C {devices/launcher.sym} 810 -1100 0 0 {name=h13
descr="pradeepsk13/vsdsram_sky130_1.8V" 
url="https://github.com/pradeepsk13/vsdsram_sky130_1.8V"}
C {devices/launcher.sym} 810 -1560 0 0 {name=h14
descr="Step-by-step install instructions,
xschem + skywater-pdk + ngspice" 
url="https://xschem.sourceforge.io/stefan/xschem_man/video_tutorials/install_xschem_sky130_and_ngspice.mp4"}
C {sky130_tests/simulate_ff.sym} 190 -590 0 0 {name=x22}
C {sky130_fd_pr/nfet_20v0.sym} 2130 -750 0 0 {name=M7
L=2.95
W=29.41
mult=1
model=nfet_20v0
spiceprefix=X
}
C {sky130_fd_pr/nfet3_20v0.sym} 3300 -750 0 0 {name=M23
L=2.95
W=29.41
body=GND
mult=1
model=nfet_20v0
spiceprefix=X
}
C {sky130_fd_pr/nfet_20v0_iso.sym} 2290 -750 0 0 {name=M14
L=1.5
W=30
mult=1
model=nfet_20v0_iso
spiceprefix=X
}
C {sky130_fd_pr/nfet_20v0_nvt.sym} 2450 -750 0 0 {name=M15
L=1.5
W=30
mult=1
model=nfet_20v0_nvt
spiceprefix=X
}
C {sky130_fd_pr/nfet_20v0_zvt.sym} 2610 -750 0 0 {name=M16
L=5
W=30
mult=1
model=nfet_20v0_zvt
spiceprefix=X
}
C {sky130_tests/tb_ft_test.sym} 190 -1160 0 0 {name=x23}
C {sky130_tests/tb_ft_test_2.sym} 190 -1120 0 0 {name=x24}
C {sky130_tests/tb_bandgap.sym} 490 -1640 0 0 {name=x25}
C {sky130_fd_pr/res_generic_m1.sym} 2310 -630 0 0 {name=R13
W=1
L=1
model=res_generic_m1
spiceprefix=X
mult=1}
C {sky130_fd_pr/res_high_po_2p85.sym} 2460 -500 0 0 {name=R14
W=2.85
L=2.85
model=res_high_po_2p85
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_high_po_5p73.sym} 2620 -500 0 0 {name=R15
W=5.73
L=5.73
model=res_high_po_5p73
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_xhigh_po_2p85.sym} 2460 -370 0 0 {name=R16
W=2.85
L=2.85
model=res_xhigh_po_2p85
spiceprefix=X
 mult=1}
C {sky130_fd_pr/res_xhigh_po_5p73.sym} 2620 -370 0 0 {name=R17
W=5.73
L=5.73
model=res_xhigh_po_5p73
spiceprefix=X
 mult=1}
C {sky130_tests/logic_ngspice.sym} 190 -1080 0 0 {name=x26}
C {devices/code.sym} 870 -440 0 0 {name=TT_MODELS
only_toplevel=true
format="tcleval( @value )"
value="
** opencircuitdesign pdks install
.lib $::SKYWATER_MODELS/sky130.lib.spice tt_mm

"
spice_ignore=false}
C {sky130_fd_pr/nfet_01v8_esd.sym} 2970 -1300 0 0 {name=M30
L=0.165
W=20.35
nf=1
mult=1
ad="'int((nf+1)/2) * W/nf * 0.29'" 
pd="'2*int((nf+1)/2) * (W/nf + 0.29)'"
as="'int((nf+2)/2) * W/nf * 0.29'" 
ps="'2*int((nf+2)/2) * (W/nf + 0.29)'"
nrd="'0.29 / W'" nrs="'0.29 / W'"
sa=0 sb=0 sd=0
model=esd_nfet_01v8
spiceprefix=X
}
C {sky130_fd_pr/nfet_g5v0d10v5_esd.sym} 3150 -1300 0 0 {name=M31
L=0.55
W=21.5
nf=1
mult=1
ad="'int((nf+1)/2) * W/nf * 0.29'" 
pd="'2*int((nf+1)/2) * (W/nf + 0.29)'"
as="'int((nf+2)/2) * W/nf * 0.29'" 
ps="'2*int((nf+2)/2) * (W/nf + 0.29)'"
nrd="'0.29 / W'" nrs="'0.29 / W'"
sa=0 sb=0 sd=0
model=esd_nfet_g5v0d10v5
spiceprefix=X
}
C {sky130_fd_pr/nfet_g5v0d10v5_nvt_esd.sym} 3340 -1300 0 0 {name=M32
L=0.55
W=21.5
nf=1
mult=1
ad="'int((nf+1)/2) * W/nf * 0.29'" 
pd="'2*int((nf+1)/2) * (W/nf + 0.29)'"
as="'int((nf+2)/2) * W/nf * 0.29'" 
ps="'2*int((nf+2)/2) * (W/nf + 0.29)'"
nrd="'0.29 / W'" nrs="'0.29 / W'"
sa=0 sb=0 sd=0
model=esd_nfet_g5v0d10v5_nvt
spiceprefix=X
}
C {sky130_tests/tb_reram.sym} 490 -1600 0 0 {name=x27}
C {sky130_fd_pr/reram.sym} 2980 -1440 0 0 {name=Y1
model=rram2_model
mult=1}
C {devices/launcher.sym} 810 -980 0 0 {name=h9
descr=google/skywater-pdk-libs-sky130_fd_pr_reram
url=https://github.com/google/skywater-pdk-libs-sky130_fd_pr_reram}
C {sky130_fd_pr/nfet_01v8_lvt_nf.sym} 3200 -190 0 0 {name=M33
L=0.15
W=1
nf=1 mult=1
model=nfet_01v8_lvt
spiceprefix=X
}
C {sky130_fd_pr/nfet_01v8_nf.sym} 3360 -190 0 0 {name=M34
L=0.15
W=1  
nf=1 mult=1
model=nfet_01v8
spiceprefix=X
}
C {sky130_fd_pr/nfet_03v3_nvt_nf.sym} 3520 -190 0 0 {name=M35
L=0.5
W=1
nf=1 mult=1
model=nfet_03v3_nvt
spiceprefix=X
}
C {sky130_fd_pr/nfet_05v0_nvt_nf.sym} 3680 -190 0 0 {name=M36
L=0.9
W=1
nf=1 mult=1
model=nfet_05v0_nvt
spiceprefix=X
}
C {sky130_fd_pr/nfet_g5v0d10v5_nf.sym} 3200 -100 0 0 {name=M37
L=0.5
W=1
nf=1 mult=1
model=nfet_g5v0d10v5
spiceprefix=X
}
C {sky130_fd_pr/nfet_g5v0d16v0_nf.sym} 3360 -100 0 0 {name=M38
L=0.7
W=5.0
nf=1 mult=1
model=nfet_g5v0d16v0
spiceprefix=X
}
C {sky130_fd_pr/pfet_01v8_hvt_nf.sym} 3520 -420 0 0 {name=M39
L=0.15
W=1
nf=1 mult=1
model=pfet_01v8_hvt
spiceprefix=X
}
C {sky130_fd_pr/pfet_g5v0d10v5_nf.sym} 3200 -320 0 0 {name=M40
L=0.5
W=1
nf=1 mult=1
model=pfet_g5v0d10v5
spiceprefix=X
}
C {sky130_fd_pr/pfet_01v8_lvt_nf.sym} 3200 -420 0 0 {name=M41
L=0.35
W=1
nf=1 mult=1
model=pfet_01v8_lvt
spiceprefix=X
}
C {sky130_fd_pr/pfet_01v8_nf.sym} 3360 -420 0 0 {name=M42
L=0.15
W=1
nf=1 mult=1
model=pfet_01v8
spiceprefix=X
}
C {sky130_fd_pr/pfet_g5v0d16v0_nf.sym} 3360 -320 0 0 {name=M43
L=0.66
W=5.0
nf=1 mult=1
model=pfet_g5v0d16v0
spiceprefix=X
}
C {sky130_tests/test_carry_lookahead.sym} 490 -1560 0 0 {name=x28}
C {sky130_tests/test_reram.sym} 490 -1520 0 0 {name=x29}