1506 lines
238 KiB
XML
1506 lines
238 KiB
XML
v {xschem version=3.4.7RC file_version=1.2
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*
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* This file is part of XSCHEM,
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* a schematic capture and Spice/Vhdl/Verilog netlisting tool for circuit
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* simulation.
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* Copyright (C) 1998-2024 Stefan Frederik Schippers
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*
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* This program is free software; you can redistribute it and/or modify
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* it under the terms of the GNU General Public License as published by
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* the Free Software Foundation; either version 2 of the License, or
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* (at your option) any later version.
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*
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* This program is distributed in the hope that it will be useful,
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* but WITHOUT ANY WARRANTY; without even the implied warranty of
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* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
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* GNU General Public License for more details.
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*
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* You should have received a copy of the GNU General Public License
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* along with this program; if not, write to the Free Software
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* Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA
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}
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G {}
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K {}
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V {}
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S {}
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E {}
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L 3 860 -680 910 -660 {}
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L 3 830 -800 1150 -800 {}
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L 3 1190 -800 1510 -800 {}
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L 8 850 -660 900 -680 {}
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L 11 850 -670 900 -650 {dash=4}
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L 16 860 -650 910 -670 {}
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B 2 1200 -780 1489 -574 {flags=image
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alpha=0.9
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}
|
|
B 2 1200 -560 1490 -410 {flags=graph
|
|
y1 = -0.038
|
|
y2 = 20
|
|
divy = 5
|
|
subdivy=1
|
|
x1=-8.50378e-06
|
|
x2=0.000191496
|
|
divx=9
|
|
node="led
|
|
panel
|
|
sw"
|
|
color="11 18 6" unitx=m subdivx=4}
|
|
B 2 1200 -400 1490 -270 {flags=graph
|
|
y1 = 0.360479
|
|
y2 = 3.04484
|
|
divy = 6
|
|
subdivy=1
|
|
x1=-8.50378e-06
|
|
x2=0.000191496
|
|
divx=8
|
|
node=i(vpanel) unitx=m
|
|
color=4}
|
|
B 4 890 -630 910 -570 {}
|
|
B 6 810 -630 830 -570 {ellipse=0,360}
|
|
B 7 850 -610 920 -590 {dash=4}
|
|
B 7 850 -580 920 -560 {dash=4 fill=full}
|
|
B 8 860 -630 880 -570 {}
|
|
A 4 875 -215 35.35533905932738 8.13010235415598 360 {}
|
|
A 6 940 -270 70.71067811865476 188.130102354156 89.99999999999997 {}
|
|
A 7 884.1666666666666 -210 39.58991173406564 210.3432488842396 198.9246444160511 {}
|
|
P 1 10 880 -480 870 -540 950 -520 910 -500 940 -470 920 -470 910 -450 890 -490 880 -470 880 -480 {dash=3}
|
|
P 4 6 830 -460 830 -550 820 -500 780 -560 770 -520 810 -480 {bezier=1}
|
|
P 15 11 870 -510 880 -550 900 -520 910 -540 920 -510 940 -520 920 -480 890 -490 860 -470 840 -520 870 -510 {fill=true}
|
|
T {Welcome to XSCHEM!} 110 -1130 0 0 1 1 {layer=5}
|
|
T {This is a test schematic window
|
|
|
|
On the left you see some sample circuits. You may descend into any of these by selecting one with a left mouse button click and
|
|
pressing the 'e' key, or by menu 'Edit -> Push Schematic'. You can return here after descending into a schematic by hitting
|
|
'<Ctrl>-e' or by menu 'Edit -> Pop'.} 60 -1060 0 0 0.4 0.4 {}
|
|
T {Lines} 960 -680 0 0 0.6 0.6 {layer=4}
|
|
T {Rectangles /
|
|
Ellipses} 960 -640 0 0 0.6 0.6 {layer=4}
|
|
T {Polygons /
|
|
Beziers} 970 -550 0 0 0.6 0.6 {layer=4}
|
|
T {Electrical
|
|
wires} 960 -440 0 0 0.6 0.6 {layer=4}
|
|
T {XSCHEM OBJECTS} 860 -840 0 0 0.6 0.6 {layer=7}
|
|
T {Components} 960 -330 0 0 0.6 0.6 {layer=4}
|
|
T {TEXT} 840 -740 0 0 0.5 0.5 {layer=8}
|
|
T {TEXT} 840 -790 1 0 0.7 0.7 {layer=6 font=Monospace}
|
|
T {Text} 850 -780 0 0 0.5 0.5 {layer=7 font="serif"}
|
|
T {TEXT} 940 -780 1 0 0.5 0.5 {weight=bold}
|
|
T {Text} 960 -770 0 0 0.6 0.6 {layer=4}
|
|
T {Arcs/Circles} 960 -240 0 0 0.6 0.6 {layer=4}
|
|
T {Select the components here under
|
|
and press'<Ctrl>-h' or <Ctrl>-click
|
|
them to visit xschem websites
|
|
or local docs} 400 -290 0 0 0.3 0.3 {slant=oblique }
|
|
T {SPECIAL OBJECTS} 1220 -840 0 0 0.6 0.6 {layer=7}
|
|
T {Embedded
|
|
PNG or JPEG
|
|
Images} 1530 -780 0 0 0.6 0.6 {layer=4}
|
|
T {Simulation
|
|
Graphs
|
|
} 1530 -550 0 0 0.6 0.6 {layer=4}
|
|
T {Bus rippers} 580 -380 0 0 0.6 0.6 {layer=4}
|
|
T {Verilog-A example} 800 -940 0 0 0.4 0.4 {}
|
|
T {Ngspice + Verilog Cosimulation example} 1190 -940 0 0 0.4 0.4 {}
|
|
N 910 -410 940 -410 {lab=#net1}
|
|
N 860 -380 860 -360 {lab=#net2}
|
|
N 860 -380 920 -380 {lab=#net2}
|
|
N 880 -420 910 -410 {lab=#net1}
|
|
N 380 -310 640 -310 {lab=BUS[4:0]}
|
|
N 510 -400 510 -320 {lab=BUS[1]}
|
|
N 410 -350 410 -320 {lab=BUS[2]}
|
|
N 460 -400 460 -320 {lab=BUS[2:1]}
|
|
N 860 -450 860 -380 {lab=#net2}
|
|
N 820 -410 910 -410 {lab=#net1}
|
|
C {poweramp.sym} 160 -140 0 0 {name=x1
|
|
tclcommand="xschem descend"}
|
|
C {tesla.sym} 160 -700 0 0 {name=x2}
|
|
C {test_ne555.sym} 160 -660 0 0 {name=x3}
|
|
C {test_lm324.sym} 160 -620 0 0 {name=x4}
|
|
C {osc.sym} 160 -740 0 0 {name=x5}
|
|
C {title.sym} 160 -30 0 0 {name=l1 author="Stefan Schippers"}
|
|
C {cmos_example.sym} 160 -780 0 0 {name=x6}
|
|
C {greycnt.sym} 160 -820 0 0 {name=x8}
|
|
C {loading.sym} 160 -860 0 0 {name=x9}
|
|
C {inv_bsource.sym} 880 -320 0 0 {name=B1 TABLE="1.4 3.0 1.6 0.0"}
|
|
C {launcher.sym} 460 -140 0 0 {name=h1
|
|
descr="XSCHEM ON REPO.HU"
|
|
url="http://repo.hu/projects/xschem"}
|
|
C {launcher.sym} 460 -90 0 0 {name=h3
|
|
descr="Toggle light/dark
|
|
colorscheme"
|
|
tclcommand="xschem toggle_colorscheme"
|
|
}
|
|
C {launcher.sym} 460 -190 0 0 {name=h2
|
|
descr="LOCAL DOCUMENTATION"
|
|
url="$\{XSCHEM_SHAREDIR\}/../doc/xschem/index.html"
|
|
|
|
|
|
}
|
|
C {rlc.sym} 160 -900 0 0 {name=x0}
|
|
C {lab_pin.sym} 640 -310 0 1 {name=l2 sig_type=std_logic lab=BUS[4:0]}
|
|
C {bus_connect.sym} 500 -310 0 0 {name=l3 lab=BUS[1]}
|
|
C {bus_connect_nolab.sym} 400 -310 0 0 {name=r1}
|
|
C {lab_pin.sym} 410 -350 3 1 {name=l4 sig_type=std_logic lab=BUS[2]}
|
|
C {LCC_instances.sym} 160 -580 0 0 {name=x7}
|
|
C {test_backannotated_subckt.sym} 160 -540 0 0 {name=x10}
|
|
C {plot_manipulation.sym} 160 -500 0 0 {name=x11}
|
|
C {logic_test.sym} 160 -460 0 0 {name=x12}
|
|
C {simulate_ff.sym} 160 -420 0 0 {name=x13}
|
|
C {test_mos_verilog.sym} 160 -380 0 0 {name=x14}
|
|
C {launcher.sym} 1265 -225 0 0 {name=h5
|
|
descr=" Ctrl-Left-Click to load/
|
|
unload waveforms"
|
|
tclcommand="xschem raw_read_from_attr"
|
|
spice_data="
|
|
VGl0bGU6ICoqIHNjaF9wYXRoOiAvaG9tZS9zY2hpcHBlcy94c2NoZW0tcmVwby90cnVuay94c2NoZW1fbGlicmFyeS9uZ3NwaWNlL3NvbGFyX3BhbmVsLnNjaApEYXRl
|
|
OiBGcmkgSmFuIDIxIDE4OjMwOjQxICAyMDIyClBsb3RuYW1lOiBUcmFuc2llbnQgQW5hbHlzaXMKRmxhZ3M6IHJlYWwKTm8uIFZhcmlhYmxlczogMTAKTm8uIFBvaW50
|
|
czogMTU4NQpWYXJpYWJsZXM6CgkwCXRpbWUJdGltZQoJMQl2KGxlZCkJdm9sdGFnZQoJMgl2KHBhbmVsKQl2b2x0YWdlCgkzCXYoc3JjKQl2b2x0YWdlCgk0CXYoc3cp
|
|
CXZvbHRhZ2UKCTUJaSh2ZGlvZGUpCWN1cnJlbnQKCTYJaSh2aW5kKQljdXJyZW50Cgk3CWkodmxlZCkJY3VycmVudAoJOAlpKHZwYW5lbCkJY3VycmVudAoJOQlpKHZz
|
|
dykJY3VycmVudApCaW5hcnk6CpZkeeF//aU9GzRD4I55Fb4HQvPuF63EPqJx9KWejDFAXcebHV6Ipz4yzD2RnUTJvAAAAABGuEg9P/PjReF6VD+vdh0n47cDQAAAAAAA
|
|
0Eg9lmR54X/9tT2wqkrfjnklvlfaqe4XrdQ+r/EMpp6MMUAAv2w2OkauPvLoXSTfQNC8AAAAAMBGXD0C0hlE4XpUP2J2kSbjtwNAAAAAAABgXD2WZHnhf/3FPTVT1d2O
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cwtAyKwqggMC8z8AAABAXz/APixDHOviNio/cIyWTt0GHEAHmaX3NW0zQHJvU5F/bTNA3V5CW3kqoL85tJeeXUIJQIB/waNeQglAcFfF8JIdC0DY7tjwBPjxPwAAALCc
|
|
UsA+"
|
|
}
|
|
C {test_ac.sym} 160 -340 0 0 {name=x15}
|
|
C {rom8k.sym} 160 -180 0 0 {name=x17}
|
|
C {test_doublepin.sym} 160 -300 0 0 {name=x19}
|
|
C {classD_amp.sym} 160 -220 0 0 {name=x20}
|
|
C {delta_sigma.sym} 480 -900 0 0 {name=x21}
|
|
C {solar_panel.sym} 480 -860 0 0 {name=xsolar}
|
|
C {test_extracted_netlist.sym} 160 -260 0 0 {name=x23
|
|
tclcommand="xschem descend"}
|
|
C {poweramp_lcc.sym} 160 -100 0 0 {name=x16
|
|
tclcommand="xschem descend"}
|
|
C {test_symbolgen.sym} 480 -820 0 0 {name=x18}
|
|
C {inst_sch_select.sym} 480 -740 0 0 {name=x24}
|
|
C {test_bus_tap.sym} 480 -700 0 0 {name=x22}
|
|
C {bus_tap.sym} 450 -310 1 1 {name=l5 lab=[2:1]}
|
|
C {test_jfet.sym} 480 -660 0 0 {name=x25}
|
|
C {test_short_option.sym} 480 -620 0 0 {name=x26}
|
|
C {test_lvs_ignore.sym} 480 -580 0 0 {name=x27}
|
|
C {test_generators.sym} 480 -540 0 0 {name=x28}
|
|
C {autozero_comp.sym} 480 -500 0 0 {name=x29}
|
|
C {tb_symbol_include.sym} 480 -780 0 0 {name=x30}
|
|
C {intuitive_interface_cheatsheet.sym} 1060 -100 0 0 {name=x31}
|
|
C {test_nyquist.sym} 480 -460 0 0 {name=x32}
|
|
C {tb_diff_amp.sym} 890 -890 0 0 {name=x33}
|
|
C {tb_sar_adc.sym} 1360 -890 0 0 {name=x34}
|