checkCircuit('CloadedCEstage')
Building circuit pass 1
CloadedCEstage
Building circuit, pass 2
["G1", "C1", "C2", "R1", "C3", "R2", "I1"]
Found definition for model: G
Expanding model for: G1
Model expanded!
Found definition for model: C
Expanding model for: C1
Model expanded!
Found definition for model: C
Expanding model for: C2
Model expanded!
Found definition for model: R
Expanding model for: R1
Model expanded!
Found definition for model: C
Expanding model for: C3
Model expanded!
Found definition for model: R
Expanding model for: R2
Model expanded!
Found definition for model: I
Expanding model for: I1
Model expanded!
Start building matrices
Finished building matrices
Elapsed time: 120.0 [ms].
netlist2html: CloadedCEstage.cir
params2html()
simType('numeric')
NUMERIC
stepVar('I_C')
I_C
stepStart('10u')
0.00001
stepStop('10m')
0.01
stepNum('100')
100
stepMethod('log')
LOG
Step('true')
TRUE
simType('numeric')
NUMERIC
gainType('gain')
GAIN
source(I1)
I1
detector('V_C', 'V_0')
["V_C", FALSE]
dataType('pz')
PZ
stepVars(matrix([[I_C, C_JE, tau_F]]))
[I_C, C_JE, tau_F]
stepMethod('array')
ARRAY
stepArray(matrix([[1/100000, 4951760157141521/2475880078570760549798248448, 1/1000000000], [1/10000, 4456584141427369/2475880078570760549798248448, 332454600394023/302231454903657293676544], [1/1000, 3713820117856141/2475880078570760549798248448, 7253554917687775/4835703278458516698824704]]))
matrix([[1/100000, 4951760157141521/2475880078570760549798248448, 1/1000000000], [1/10000, 4456584141427369/2475880078570760549798248448, 332454600394023/302231454903657293676544], [1/1000, 3713820117856141/2475880078570760549798248448, 7253554917687775/4835703278458516698824704]])
execute()
cancelPZ
[-3299.044093071309261, -7800744.2018549984923]
cancelPZ
[-32905.245586924804107, -34283865.64052278354]
cancelPZ
[-317022.06092319154993, -38735988.695101343218]
Execution time: 28.0 [ms].
pz2html
dataType('poles')
POLES
execute()
Execution time: 8.0 [ms].
dataType('zeros')
ZEROS
execute()
Execution time: 8.0 [ms].
dataType('laplace')
LAPLACE
execute()
Execution time: 80.0 [ms].
stepVar('I_C')
I_C
stepMethod('lin')
LIN
stepStart('100u')
0.0001
stepStop('1m')
0.001
stepNum('9')
9
execute()
Execution time: 268.0 [ms].
dataType('poles')
POLES
stepNum('49')
49
execute()
Execution time: 200.0 [ms].
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SLiCAP: Symbolic Linear Circuit Analysis Program, Version 0.5 © 2009-2018 Anton Montagne
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