Download: Qucs Test Report SPICE to Qucs conversion: Test File 1 Mike Brinson
Qucs Test Report SPICE to Qucs conversion: Test File 1 Mike Brinson Copyright ©c 2007 Mike Brinson Permission is granted to copy, distribute and/or modify this document under the terms of the GNU Free Documentation License, Version 1.1 or any later version published by the Free Software Foundation. A copy of the license is included in the section entitled ”GNU Free Documentation License”. Introduction Title DC and independent voltage pulse generator test. Test file name SPICE specification Format: VX N+ N- [[DC] DC/TRAN VALUE] [AC [ACMAG [ACPHASE]]] Notes: 1. Characters [ and ] enclose optiona...
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Qucs Test Report SPICE to Qucs conversion: Test File 1 Mike Brinson
Copyright ©c 2007 Mike BrinsonIntroduction Title
DC and independent voltage pulse generator test.Test file name SPICE specification
Format: VX N+ N- [[DC] DC/TRAN VALUE] [AC [ACMAG [ACPHASE]]] Notes: 1. Characters [ and ] enclose optional items 2. Character / denotes OR 3. Independent voltage source names begin with the letter V 4. X denotes name of source 5. N+ and N- are the positive and negative nodes respectively 6. Voltage sources need not be grounded Specification of SPICE statement being tested: VX N+ N- [[DC] VALUE] [PULSE(V1 V2 [ TD [ TR [ TF [ PW [PER]]]]]] Notes: 1. PULSE generates a periodic pulse, where 2. V1 is the initial value; default: must be specified 3. V2 is the pulsed value; default: must be specified 4. TD is the delay time; default value = TSTEP 5. TR is the rise time; default value = TSTEP 6. TF is the fall time; default value = TSTEP 7. PW is the pulse width; default value = TSTOP 8. PER is the period; default value = TSTOP,Test code and schematic
SPICE code: File S2Q_test1.cir ∗ SPICE to Qucs syntaxtestfile1. ∗ DC and independent vo l tage pulsesources , p lusresistors. ∗ . subckt S2Qtest1p01 p02 p03 p04 p05 p06 p07 p08 p09 p10 p11 v1 p01 0 1v r1 p01 0 10k ∗ v2 p02 0 dc 1v r2 p02 0 10k ∗ v3 p03 0 pulse(0 5) r3 p03 0 10k ∗ v4 p04 0 pulse( 0 5 20n) r4 p04 0 10k ∗ v5 p05 0 pulse(0 5 20n 10n) r5 p05 0 10k ∗ v6 p06 0 pulse(0 5 20n 10n 10n) r6 p06 0 10k ∗ v7 p07 0 pulse(0 5 20n 10n 10n 50n) r7 p07 0 10k ∗ v8 p08 0 pulse(0 5 20n 10n 10n 50n 100n) r8 p08 0 10k ∗ v9 p09 0 pulse(0 5 20n 1n 1n 20n 40n) r9 p09 0 10k ∗ v10 p10 0 pulse(0 5 20n 0 . 1n 0 . 1n 5n 50n) r10 p10 0 10k ∗ v11 p11 0 dc 5v pulse(0 5 20n 0 . 5n 0 . 5n 10n 20n) r11 p11 0 10k . ends . end, vp1 1 vp2 dc simulation transient 2 vp3 simulation 3 vp4 DC1 4 vp5 TR1 vp6 Type=lin S2Q_test1 5 Start=0 6 vp7 Stop=100nsIntegrationMethod=Trapezoidal 7 vp8 8 vp9 9 vp10 10 vp11 SUB1 Figure 1: SPICE to Qucs conversion: Test1History of simulation results March 8 2007, Simulation tests by Mike Brinson
1. Test 1 : Vp1.Vt; Pass correct result. 2. Test 2 : Vp2.Vt; Pass correct result. 3. Test 3 : Vp3.Vt; Fail TR and TF should default to TSTEP [TSTEP=1nS in test] 4. Test 4 : Vp4.Vt; Fail TR and TF should default to TSTEP [TSTEP=1nS in test] 5. Test 5 : Vp5.Vt; Pass. 6. Test 6 : Vp6.Vt; Pass. 7. Test 7 : Vp7.Vt; Pass. 8. Test 8 : Vp8.Vt; Pass. 9. Test 9 : Vp9.Vt; Fail - waveform should repeat after 60ns. 10. Test 10 : Vp10.Vt; Fail - waveform should repeat after 70ns. 11. Test 11 : Vp11.Vt; Fail 1. waveform should repeat after 40ns, 2. Vdc:V11 _cnet8 _ref U="0" incorrect, should be Vdc:V11 _cnet8 _ref U="5", # Qucs 0 . 0 . 11 /media/hda2/ spiceto qucsprj/s2Q( test1) . sch .Def :S2Qtest1net0 net1 net2 net3 net4 net5 net6 net7 net8 net9 net10 Sub :X1 net0 net1 net2 net3 net4 net5 net6 net7 net8 net9 net10 gnd Type=”S2Qtest1cir” .Def :End .Def :S2Qtest1cirnetP01 netP02 netP03 netP04 netP05 netP06 netP07 netP08 netP09 netP10 netP11ref.Def :S2Q TEST1refnetP01 netP02 netP03 netP04 netP05 netP06 netP07 netP08 netP09 netP10 netP11 Vpulse :V11 netP11 cnet8 U1=”0 ” U2=”5 ” T1=”20n” Tr=”0 . 5n” Tf=”0 . 5n” T2=”3 . 1e−08” Vpulse :V10 netP10 cnet7 U1=”0 ” U2=”5 ” T1=”20n” Tr=”0 . 1n” Tf=”0 . 1n” T2=”2 . 52e−08” Vpulse :V9 netP09 cnet6 U1=”0 ” U2=”5 ” T1=”20n” Tr=”1n” Tf=”1n” T2=”4 . 2e−08” Vpulse :V8 netP08 cnet5 U1=”0 ” U2=”5 ” T1=”20n” Tr=”10n” Tf=”10n” T2=”9e−08” Vpulse :V7 netP07 cnet4 U1=”0 ” U2=”5 ” T1=”20n” Tr=”10n” Tf=”10n” T2=”9e−08” Vpulse :V6 netP06 cnet3 U1=”0 ” U2=”5 ” T1=”20n” Tr=”10n” Tf=”10n” T2=”4e−08” Vpulse :V5 netP05 cnet2 U1=”0 ” U2=”5 ” T1=”20n” Tr=”10n” T2=”3e−08” Vpulse :V4 netP04 cnet1 U1=”0 ” U2=”5 ” T1=”20n” T2=”2e−08” Vpulse :V3 netP03 cnet0 U1=”0 ” U2=”5 ” T2=”0 ” T1=”0 ” Vdc :V1 netP01refU=”1V” R:R1 netP01refR=”10k” Vdc :V2 netP02refU=”1V” R:R2 netP02refR=”10k” Vdc :V3 cnet0refU=”0 ” R:R3 netP03refR=”10k” Vdc :V4 cnet1refU=”0 ” R:R4 netP04refR=”10k” Vdc :V5 cnet2refU=”0 ” R:R5 netP05refR=”10k” Vdc :V6 cnet3refU=”0 ” R:R6 netP06refR=”10k” Vdc :V7 cnet4refU=”0 ” R:R7 netP07refR=”10k” Vdc :V8 cnet5refU=”0 ” R:R8 netP08refR=”10k” Vdc :V9 cnet6refU=”0 ” R:R9 netP09refR=”10k” Vdc :V10 cnet7refU=”0 ” R:R10 netP10refR=”10k” Vdc :V11 cnet8refU=”0 ” R:R11 netP11refR=”10k” .Def :End Sub :X1refnetP01 netP02 netP03 netP04 netP05 netP06 netP07 netP08 netP09 netP10 netP11 Type=”S2Q TEST1” .Def :End .DC:DC1 Temp=”26 . 85 ” reltol=”0 . 001 ” abstol=”1 pA” vnto l=”1 uV” saveOPs=”no ” MaxIter=”150 ” saveAl l=”no ” convHelper=”none ” So lve r=”CroutLU” Sub :SUB1 vp1 vp2 vp3 vp4 vp5 vp6 vp7 vp8 vp9 vp10 vp11 Type=”S2Qtest1” .TR:TR1 Type=” lin” Start=”0 ” Stop=”100ns ” Points=”500 ” Integrat ionMethod=”Trapezo ida l ” Order=”2 ” InitialStep=”1 ns ” MinStep=”1e−16” MaxIter=”150 ” reltol=”0 . 001 ” abstol=”1 pA” vnto l=”1 uV” Temp=”26 . 85 ” LTErelto l=”1e−34” LTEabstol=”1e−6” LTEfactor=”1 ” So lve r=”CroutLU” relaxTSR=”no ” initialDC=”yes ” MaxStep=”0 ”Figure 2: Qucs netlist [Edited to fit on page width]
, 226110002e-8 4e-8 6e-8 8e-8 1e-7 0 2e-8 4e-8 6e-8 8e-8 1e-7 0 2e-8 4e-8 6e-8 8e-8 1e-7 time time time442200002e-8 4e-8 6e-8 8e-8 1e-7 0 1e-9 2e-9 3e-9 4e-9 5e-9 0 2e-8 4e-8 6e-8 8e-8 1e-7 time time time0002e-8 4e-8 6e-8 8e-8 1e-7 time 1.5e-8 2e-8 2.5e-8 0 2e-8 4e-8 6e-8 8e-8 1e-7 time time664422001.5e-8 2e-8 2.5e-8 3e-8 3.5e-8 4e-8 0 2e-8 4e-8 6e-8 8e-8 1e-7 0 2e-8 4e-8 6e-8 8e-8 1e-7 time time time66644422200002e-8 4e-8 6e-8 8e-8 1e-7 1.5e-8 2e-8 2.5e-8 3e-8 3.5e-8 4e-8 4.5e-8 5e-8 0 2e-8 4e-8 6e-8 8e-8 1e-7 time time timeFigure 3: SPICE to Qucs conversion: Test1 simulation waveforms
vp6.Vt vp5.Vt vp4.Vt vp3.Vt vp1.Vt vp6.Vt vp5.Vt vp4.Vt vp2.Vt vp3.Vt vp11.Vt vp10.Vt vp9.Vt vp7.Vt vp8.Vt,March 10 2007, Simulation tests by Mike Brinson
Code modified * check_spice.cpp: Handling periodic pulse sources correctly. Also default Tr/Tf values for these sources to a given .TRAN step value : Stefan Jahn. Restriction on SPICE code: TD + TR + PW + TF < PER, otherwise a negative TL time for the repetitive pulse occurs and simulation fails. SPICE test file S2Q_test1.cir modified: Mike Brinson 1. Test 1 : Vp1.Vt; Pass. 2. Test 2 : Vp2.Vt; Pass. 3. Test 3 : Vp3.Vt; Pass 4. Test 4 : Vp4.Vt; Pass 5. Test 5 : Vp5.Vt; Pass. 6. Test 6 : Vp6.Vt; Pass. 7. Test 7 : Vp7.Vt; Pass. 8. Test 8 : Vp8.Vt; Pass. 9. Test 9 : Vp9.Vt; Pass. 10. Test 10 : Vp10.Vt; Pass. 11. Test 11 : Vp11.Vt; Pass, ∗ SPICE to Qucs syntaxtestfile1. ∗ DC and independent vo l tage pulsesources , p lusresistors. ∗ . subckt S2Qtest1p01 p02 p03 p04 p05 p06 p07 p08 p09 p10 p11 v1 p01 0 1v r1 p01 0 10k ∗ v2 p02 0 dc 1v r2 p02 0 10k ∗ v3 p03 0 pulse(0 5) r3 p03 0 10k ∗ v4 p04 0 pulse( 0 5 20n) r4 p04 0 10k ∗ v5 p05 0 pulse(0 5 20n 10n) r5 p05 0 10k ∗ v6 p06 0 pulse(0 5 20n 10n 10n) r6 p06 0 10k ∗ v7 p07 0 pulse(0 5 20n 10n 10n 50n) r7 p07 0 10k ∗ v8 p08 0 pulse(0 5 20n 10n 10n 50n 100n) r8 p08 0 10k ∗ v9 p09 0 pulse(0 5 10n 1n 1n 20n 40n) r9 p09 0 10k ∗ v10 p10 0 pulse(0 5 20n 0 . 1n 0 . 1n 5n 50n) r10 p10 0 10k ∗ v11 p11 0 dc 5v pulse(−3 5 20n 0 . 5n 0 . 5n 10n 40n) r11 p11 0 10k . ends . end Figure 4: Modified SPICE test1 netlist, 226110002e-8 4e-8 6e-8 8e-8 1e-7 0 2e-8 4e-8 6e-8 8e-8 1e-7 0 2e-8 4e-8 6e-8 8e-8 1e-7 time time time442200002e-8 4e-8 6e-8 8e-8 1e-7 0 1e-9 2e-9 3e-9 4e-9 5e-9 0 2e-8 4e-8 6e-8 8e-8 1e-7 time time time0002e-8 4e-8 6e-8 8e-8 1e-7 time 1.5e-8 2e-8 2.5e-8 0 2e-8 4e-8 6e-8 8e-8 1e-7 time time664422001.5e-8 2e-8 2.5e-8 3e-8 3.5e-8 4e-8 0 2e-8 4e-8 6e-8 8e-8 1e-7 0 2e-8 4e-8 6e-8 8e-8 1e-7 time time time6644220002e-8 4e-8 6e-8 8e-8 1e-7 1.5e-8 2e-8 2.5e-8 3e-8 3.5e-8 4e-8 4.5e-8 5e-8 0 2e-8 4e-8 6e-8 8e-8 1e-7 time time timeFigure 5: SPICE to Qucs conversion: Modified test1 simulation waveforms
vp6.Vt vp5.Vt vp4.Vt vp3.Vt vp1.Vt vp6.Vt vp5.Vt vp4.Vt vp2.Vt vp3.Vt vp11.Vt vp10.Vt vp9.Vt vp7.Vt vp8.Vt, # Qucs 0 . 0 . 11 /media/hda2/ spiceto qucsprj/s2Q( test1) . sch .Def :S2Qtest1net0 net5 net1 net6 net2 net7 net3 net8 net4 net9 net10 Sub :X1 net0 net5 net1 net6 net2 net7 net3 net8 net4 net9 net10 gnd Type=”S2Qtest1cir” .Def :End .Def :S2Qtest1cirnetP01 netP02 netP03 netP04 netP05 netP06 netP07 netP08 netP09 netP10 netP11ref.Def :S2Q TEST1refnetP01 netP02 netP03 netP04 netP05 netP06 netP07 netP08 netP09 netP10 netP11 Vrect :V11 netP11 cnet8 U=”8 ” Td=”20n” Tr=”0 . 5n” Tf=”0 . 5n” TH=”1 . 1e−08” TL=”9e−09” Vrect :V10 netP10 cnet7 U=”5 ” Td=”20n” Tr=”0 . 1n” Tf=”0 . 1n” TH=”5 . 2e−09” TL=”2 . 48e−08” Vrect :V9 netP09 cnet6 U=”5 ” Td=”10n” Tr=”1n” Tf=”1n” TH=”2 . 2e−08” TL=”8e−09” Vrect :V8 netP08 cnet5 U=”5 ” Td=”20n” Tr=”10n” Tf=”10n” TH=”7e−08” TL=”1e−08” Vpulse :V7 netP07 cnet4 U1=”0 ” U2=”5 ” T1=”20n” Tr=”10n” Tf=”10n” T2=”9e−08” Vpulse :V6 netP06 cnet3 U1=”0 ” U2=”5 ” T1=”20n” Tr=”10n” Tf=”10n” T2=”4e−08” Vpulse :V5 netP05 cnet2 U1=”0 ” U2=”5 ” T1=”20n” Tr=”10n” T2=”3e−08” Vpulse :V4 netP04 cnet1 U1=”0 ” U2=”5 ” T1=”20n” T2=”2e−08” Vpulse :V3 netP03 cnet0 U1=”0 ” U2=”5 ” T2=”0 ” T1=”0 ” Vdc :V1 netP01refU=”1V” R:R1 netP01refR=”10k” Vdc :V2 netP02refU=”1V” R:R2 netP02refR=”10k” Vdc :V3 cnet0refU=”0 ” R:R3 netP03refR=”10k” Vdc :V4 cnet1refU=”0 ” R:R4 netP04refR=”10k” Vdc :V5 cnet2refU=”0 ” R:R5 netP05refR=”10k” Vdc :V6 cnet3refU=”0 ” R:R6 netP06refR=”10k” Vdc :V7 cnet4refU=”0 ” R:R7 netP07refR=”10k” Vdc :V8 cnet5refU=”0 ” R:R8 netP08refR=”10k” Vdc :V9 cnet6refU=”0 ” R:R9 netP09refR=”10k” Vdc :V10 cnet7refU=”0 ” R:R10 netP10refR=”10k” Vdc :V11 cnet8refU=”2 ” R:R11 netP11refR=”10k” .Def :End Sub :X1refnetP01 netP02 netP03 netP04 netP05 netP06 netP07 netP08 netP09 netP10 netP11 Type=”S2Q TEST1” .Def :End .DC:DC1 Temp=”26 . 85 ” reltol=”0 . 001 ” abstol=”1 pA” vnto l=”1 uV” saveOPs=”no ” MaxIter=”150 ” saveAl l=”no ” convHelper=”none ” So lve r=”CroutLU” .TR:TR1 Type=” lin” Start=”0 ” Stop=”100ns ” Points=”500 ” Integrat ionMethod=”Trapezo ida l ” Order=”2 ” InitialStep=”1 ns ” MinStep=”1e−16” MaxIter=”150 ” reltol=”0 . 001 ” abstol=”1 pA” vnto l=”1 uV” Temp=”26 . 85 ” LTErelto l=”1e−3” LTEabstol=”1e−6” LTEfactor=”1 ” So lve r=”CroutLU” relaxTSR=”no ” initialDC=”yes ” MaxStep=”0 ” Sub :SUB1 vp1 vp2 vp3 vp4 vp5 vp6 vp7 vp8 vp9 vp10 vp11 Type=”S2Qtest1”Figure 6: Qucs netlist for modified test1 SPICE netlist [Edited to fit on page
width],References
1. A. Vladimirescu, Kaihe Zhang, A.R. Newton, D.O Pederson A. Sangiovanni- Vincentelli, SPICE 2G User’s Guide (10 Aug 1981), Department of Electrical Engineering and Computer Sciences, University of California, Berkeley, Ca., 94720. 2. B. Johnson, T. Quarles, A.R. Newton, P.O. Pederson, A.Sangiovanni-Vincentelli, SPICE3 Version 3f User’s Manual (October 1972), Department of Electrical Engineering and Computer Sciences, University of California, Berkeley, Ca., 94720. 3. Andrei Vladimirescu, THE SPICE book,1994, John Wiley and Sons. Inc., ISBN 0-471-609-26-9.]15
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