| blob | 8fd88b9c162fa2ca61830c6c98df7b31ac779dc3 |
1 difpair ckt - simple differential pair
2 # v(1) v(2) v(3) v(4) v(5) v(6)
3 + v(7) v(8) v(9)
4 27. -76.611p -0.0076611 -0.0076611 5.2291 5.2291 -0.76997
5 +-11.221 12. -12.
6 v(4) 0. 2. 4. 6. 8.
7 v(5) 0. 2. 4. 6. 8.
8 +-----------------+----------------+-----------------+----------------+
9 0. | . . * . |
10 10.n | . . *+ . |
11 20.n | . . * + . |
12 30.n | . . * + . |
13 40.n | . . * +. |
14 50.n | . .* . + |
15 60.n | . *. . + |
16 70.n | . * . . + |
17 80.n | . * . . + |
18 90.n | . * . . + |
19 100.n | . * . . + |
20 110.n | . * . . + |
21 120.n | . *. . + |
22 130.n | . . * . + |
23 140.n | . . * +. |
24 150.n | . . * + . |
25 160.n | . . * . |
26 170.n | . . + * . |
27 180.n | . . + * . |
28 190.n | . . + *. |
29 200.n | . . + *. |
30 210.n | . . + * . |
31 220.n | . . + * . |
32 230.n | . . +* . |
33 240.n | . . * + . |
34 250.n | . . * + . |
35 260.n | . . * +. |
36 270.n | . . * .+ |
37 280.n | . * . + |
38 290.n | . *. . + |
39 300.n | . *. . + |
40 310.n | . * . + |
41 320.n | . . * .+ |
42 330.n | . . * + . |
43 340.n | . . * + . |
44 350.n | . . * . |
45 360.n | . . + * . |
46 370.n | . . + * . |
47 380.n | . . + * |
48 390.n | . . + .* |
49 400.n | . . + .* |
50 410.n | . . + * |
51 420.n | . . + * . |
52 430.n | . . + * . |
53 440.n | . . +* . |
54 450.n | . . * + . |
55 460.n | . . * + . |
56 470.n | . . * + |
57 480.n | . .* . + |
58 490.n | . * . + |
59 500.n | . * . + |
60 +-----------------+----------------+-----------------+----------------+
61 #Time qcs(q1) qcs(q2) qcs(q3) qcs(q4) qcs(qnl)
62 0. -104.58p -104.58p 15.399p 224.42p ??
63 10.n -102.96p -105.88p 15.07p 224.42p ??
64 20.n -98.972p -109.47p 14.644p 224.42p ??
65 30.n -93.753p -114.36p 14.28p 224.42p ??
66 40.n -88.209p -119.68p 14.007p 224.42p ??
67 50.n -82.865p -124.99p 13.916p 224.42p ??
68 60.n -77.939p -130.04p 13.993p 224.42p ??
69 70.n -73.656p -134.62p 14.25p 224.42p ??
70 80.n -70.343p -138.32p 14.618p 224.42p ??
71 90.n -68.669p -140.42p 15.029p 224.42p ??
72 100.n -69.401p -140.03p 15.383p 224.42p ??
73 110.n -72.823p -136.84p 15.638p 224.42p ??
74 120.n -78.316p -131.46p 15.781p 224.42p ??
75 130.n -84.873p -124.94p 15.85p 224.42p ??
76 140.n -91.709p -118.1p 15.878p 224.42p ??
77 150.n -98.422p -111.38p 15.89p 224.42p ??
78 160.n -104.8p -104.97p 15.888p 224.42p ??
79 170.n -110.63p -99.102p 15.869p 224.42p ??
80 180.n -115.5p -94.148p 15.81p 224.42p ??
81 190.n -118.66p -90.835p 15.67p 224.42p ??
82 200.n -119.2p -90.035p 15.415p 224.42p ??
83 210.n -116.79p -92.094p 15.056p 224.42p ??
84 220.n -112.07p -96.427p 14.645p 224.42p ??
85 230.n -106.17p -101.98p 14.267p 224.42p ??
86 240.n -100.p -107.93p 14.003p 224.42p ??
87 250.n -94.06p -113.82p 13.905p 224.42p ??
88 260.n -88.58p -119.43p 13.989p 224.42p ??
89 270.n -83.756p -124.54p 14.242p 224.42p ??
90 280.n -79.928p -128.77p 14.615p 224.42p ??
91 290.n -77.745p -131.36p 15.025p 224.42p ??
92 300.n -77.991p -131.47p 15.384p 224.42p ??
93 #Time ccs(q1) ccs(q2) ccs(q3) ccs(q4) ccs(qnl)
94 0. 20.p 20.p 20.p 20.p ??
95 10.n 20.p 20.p 20.p 20.p ??
96 20.n 20.p 20.p 20.p 20.p ??
97 30.n 20.p 20.p 20.p 20.p ??
98 40.n 20.p 20.p 20.p 20.p ??
99 50.n 20.p 20.p 20.p 20.p ??
100 60.n 20.p 20.p 20.p 20.p ??
101 70.n 20.p 20.p 20.p 20.p ??
102 80.n 20.p 20.p 20.p 20.p ??
103 90.n 20.p 20.p 20.p 20.p ??
104 100.n 20.p 20.p 20.p 20.p ??
105 110.n 20.p 20.p 20.p 20.p ??
106 120.n 20.p 20.p 20.p 20.p ??
107 130.n 20.p 20.p 20.p 20.p ??
108 140.n 20.p 20.p 20.p 20.p ??
109 150.n 20.p 20.p 20.p 20.p ??
110 160.n 20.p 20.p 20.p 20.p ??
111 170.n 20.p 20.p 20.p 20.p ??
112 180.n 20.p 20.p 20.p 20.p ??
113 190.n 20.p 20.p 20.p 20.p ??
114 200.n 20.p 20.p 20.p 20.p ??
115 210.n 20.p 20.p 20.p 20.p ??
116 220.n 20.p 20.p 20.p 20.p ??
117 230.n 20.p 20.p 20.p 20.p ??
118 240.n 20.p 20.p 20.p 20.p ??
119 250.n 20.p 20.p 20.p 20.p ??
120 260.n 20.p 20.p 20.p 20.p ??
121 270.n 20.p 20.p 20.p 20.p ??
122 280.n 20.p 20.p 20.p 20.p ??
123 290.n 20.p 20.p 20.p 20.p ??
124 300.n 20.p 20.p 20.p 20.p ??
125 #Time vcs(q1) vcs(q2) vcs(q3) vcs(q4) vcs(qnl)
126 0. 5.2291 5.2291 -0.76997 -11.221 ??
127 10.n 5.1481 5.2941 -0.75351 -11.221 ??
128 20.n 4.9486 5.4735 -0.73218 -11.221 ??
129 30.n 4.6877 5.7182 -0.714 -11.221 ??
130 40.n 4.4105 5.9842 -0.70033 -11.221 ??
131 50.n 4.1433 6.2495 -0.69581 -11.221 ??
132 60.n 3.8969 6.5021 -0.69967 -11.221 ??
133 70.n 3.6828 6.731 -0.71251 -11.221 ??
134 80.n 3.5171 6.9162 -0.73089 -11.221 ??
135 90.n 3.4335 7.0208 -0.75143 -11.221 ??
136 100.n 3.4701 7.0014 -0.76914 -11.221 ??
137 110.n 3.6411 6.842 -0.78188 -11.221 ??
138 120.n 3.9158 6.573 -0.78904 -11.221 ??
139 130.n 4.2436 6.2471 -0.79248 -11.221 ??
140 140.n 4.5855 5.9052 -0.79388 -11.221 ??
141 150.n 4.9211 5.5688 -0.79448 -11.221 ??
142 160.n 5.2399 5.2486 -0.7944 -11.221 ??
143 170.n 5.5313 4.9551 -0.79346 -11.221 ??
144 180.n 5.775 4.7074 -0.79048 -11.221 ??
145 190.n 5.933 4.5418 -0.78348 -11.221 ??
146 200.n 5.96 4.5017 -0.77075 -11.221 ??
147 210.n 5.8394 4.6047 -0.7528 -11.221 ??
148 220.n 5.6033 4.8214 -0.73225 -11.221 ??
149 230.n 5.3083 5.0992 -0.71334 -11.221 ??
150 240.n 5.0001 5.3965 -0.70015 -11.221 ??
151 250.n 4.703 5.6911 -0.69524 -11.221 ??
152 260.n 4.429 5.9716 -0.69945 -11.221 ??
153 270.n 4.1878 6.2272 -0.71208 -11.221 ??
154 280.n 3.9964 6.4383 -0.73073 -11.221 ??
155 290.n 3.8873 6.5682 -0.75123 -11.221 ??
156 300.n 3.8995 6.5733 -0.76918 -11.221 ??
157 Gnucap System status
158 iterations: op=9, dc=0, tran=183, fourier=0, total=1005
159 transient timesteps: accepted=156, rejected=0, total=156
160 nodes: user=9, subckt=0, model=4, total=13
161 dctran density=65.7%, ac density=65.7%