Log entries: myFirstVampOPA211complete


checkCircuit('myFirstVampOPA211complete')

Building circuit pass 1

myFirstVampOPA211complete

Building circuit, pass 2

["O1", "R1", "R2", "R3", "V1", "C1", "R4", "C2", "C3", "C4", "R5"]

Found: OPA211_A0 in: /mnt/DATA/SLiCAP/lib/SLiCAP.lib

Found definition for model: OPA211_A0

Expanding model for: O1

Model expanded!

Found definition for model: R

Expanding model for: R1

Model expanded!

Found definition for model: R

Expanding model for: R2

Model expanded!

Found definition for model: R

Expanding model for: R3

Model expanded!

Found definition for model: V

Expanding model for: V1

Model expanded!

Found definition for model: C

Expanding model for: C1

Model expanded!

Found definition for model: R

Expanding model for: R4

Model expanded!

Found definition for model: C

Expanding model for: C2

Model expanded!

Found definition for model: C

Expanding model for: C3

Model expanded!

Found definition for model: C

Expanding model for: C4

Model expanded!

Found definition for model: R

Expanding model for: R5

Model expanded!

Start building matrices

Finished building matrices

Elapsed time: 1884.7309999999997672 [ms].

netlist2html: cir/myFirstVampOPA211complete.cir

simType('numeric')

NUMERIC

source(V1)

V1

detector('V_out', 'V_0')

["V_out", FALSE]

lgRef(E_O1)

E_O1

dataType('laplace')

LAPLACE

gainType('gain')

GAIN

execute()

Execution time: 107.9220000000022992 [ms].

gainType('asymptotic')

ASYMPTOTIC

execute()

Execution time: 66.449000000000523869 [ms].

gainType('loopgain')

LOOPGAIN

execute()

Execution time: 111.67599999999947613 [ms].

gainType('servo')

SERVO

execute()

Execution time: 96.230999999999767169 [ms].

gainType('direct')

DIRECT

execute()

Execution time: 76.488999999997759005 [ms].

gainType('gain')

GAIN

dataType('pz')

PZ

execute()

cancelPZ

[-34.720214934945339644, -48.540383679136686069, -96.711274731297452668, -4186676.8828045804321, - 12623095.717475185603 - 11182923.792592523468i, - 12623095.717475185603 + 11182923.792592523468i, - 137111503.91792429534 + 12971527.13721335425i, - 137111503.91792429534 - 12971527.13721335425i, -1456020169.9996985626, -54374862840.658752263]

Execution time: 46.266999999999825377 [ms].

pz2html

gainType('loopgain')

LOOPGAIN

dataType('pz')

PZ

execute()

cancelPZ

[-1.3995885067864008536, -41.049883053247616741, -94.351120885729726519, -753.98223686155037723, - 12252599.680651101402 - 8957342.1200280146795i, - 12252599.680651101402 + 8957342.1200280146795i, -125663706.14359172955, -148243470.20117764133, -1456807900.6386960474, -54379317899.656330785]

Execution time: 61.010999999998603016 [ms].

pz2html

gainType('servo')

SERVO

dataType('poles')

POLES

stepVar('A_0')

A_0

stepNum('100')

100

stepStart('1')

1

stepStop('667000')

667000

stepMethod('log')

LOG

Step('true')

TRUE

execute()

Execution time: 3967.2159999999967113 [ms].

dataType('step')

STEP

gainType('gain')

GAIN

Step('false')

FALSE

execute()

Execution time: 436.94399999999586726 [ms].

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SLiCAP: Symbolic Linear Circuit Analysis Program, Version 0.6 © 2009-2020 Anton Montagne

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