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Table 8 Operating points for Example 3

From: Speed-up hyperspheres homotopic path tracking algorithm for PWL circuits simulations

Solution

\(S_1\)

\(S_2\)

\(S_3\)

\(S_4\)

\(S_5\)

Variable

     

 \(v_{1}\)

5

5

5

5

5

 \(v_{2}\)

0.68446

0.78476

0.78492

0.78494

1.00839

 \(v_{3}\)

0.64634

0.71514

0.71519

0.71520

0.71942

 \(v_{4}\)

1.00839

0.78494

0.78492

0.78476

0.68447

 \(v_{5}\)

0.71942

0.71520

0.71519

0.71514

0.64635

 \(v_{6}\)

0.03487

0.03175

0.03174

0.03169

0.01737

 \(v_{7}\)

0.01736

0.03169

0.03174

0.03175

0.03488

 \(v_{8}\)

0.19391

0.63029

0.63306

0.63369

1.02235

 \(v_{9}\)

0.05758

0.03918

0.03978

0.03975

0.01735

 \(v_{10}\)

1.02234

0.63369

0.63306

0.63029

0.19391

 \(v_{11}\)

0.17351

0.03975

0.03978

0.03918

0.05758

 \(v_{12}\)

0.08463

0.50526

0.79630

2.21665

3.12335

 \(v_{13}\)

0.06687

0.04471

0.03503

0.01662

0.00497

 \(v_{14}\)

3.12334

2.21665

0.79630

0.50526

0.08464

 \(v_{15}\)

0.00497

0.01662

0.03503

0.04471

0.06687

 \(v_{16}\)

0.75199

0.72532

0.72606

0.72601

0.64577

 \(v_{17}\)

0.64577

0.72601

0.72606

0.72532

0.75200

 \(v_{18}\)

0.76623

0.73329

0.71937

0.61847

0.18512

 \(v_{19}\)

0.18511

0.61847

0.71937

0.73329

0.76624

 \(i_{V_{S1}}\)

−0.01990

−0.02037

−0.02130

−0.02037

−0.01990

\(\hbox {Error}_{15}\)

4.7344E−9

9.1796E−8

6.1874E−9

2.5534E−8

4.6363E−9

\(\hbox {Error}_{7}\)

2.7554E−8

9.1849E−8

3.9932E−8

3.6188E−8

2.1458E−8