Failedsimulation_modelica_initialization.homotopy4_solver.mos
(from (result.xml))
Failing for the past 1,560 builds
(Since
#9731
)
StacktraceOutput mismatch (see stdout for details) Standard Output + homotopy4_solver ... equation mismatch [time: 61]
==== Log /tmp/omc-rtest-adrpo33/simulation/modelica/initialization/homotopy4_solver.mos_temp1252/log-homotopy4_solver.mos
true
""
true
""
{"initializationTests.homotopy4_solver","initializationTests.homotopy4_solver_init.xml"}
"Warning: There are iteration variables with default zero start attribute. For more information set -d=initialization. In OMEdit Tools->Options->Simulation->OMCFlags, in OMNotebook call setCommandLineOptions("-d=initialization").
"
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true
""
{"initializationTests.homotopy4_solver","initializationTests.homotopy4_solver_init.xml"}
"Warning: There are iteration variables with default zero start attribute. For more information set -d=initialization. In OMEdit Tools->Options->Simulation->OMCFlags, in OMNotebook call setCommandLineOptions("-d=initialization").
"
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true
""
{"initializationTests.homotopy4_solver","initializationTests.homotopy4_solver_init.xml"}
"Warning: There are iteration variables with default zero start attribute. For more information set -d=initialization. In OMEdit Tools->Options->Simulation->OMCFlags, in OMNotebook call setCommandLineOptions("-d=initialization").
"
1
""
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""
1
""
true
""
{"initializationTests.homotopy4_solver","initializationTests.homotopy4_solver_init.xml"}
"Warning: There are iteration variables with default zero start attribute. For more information set -d=initialization. In OMEdit Tools->Options->Simulation->OMCFlags, in OMNotebook call setCommandLineOptions("-d=initialization").
"
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1
""
1
""
Equation mismatch: diff says:
--- /tmp/omc-rtest-adrpo33/simulation/modelica/initialization/homotopy4_solver.mos_temp1252/equations-expected2019-05-16 10:23:37.665018600 +0200
+++ /tmp/omc-rtest-adrpo33/simulation/modelica/initialization/homotopy4_solver.mos_temp1252/equations-got2019-05-16 10:24:38.043030900 +0200
@@ -3,1898 +3,100 @@
true
""
{"initializationTests.homotopy4_solver","initializationTests.homotopy4_solver_init.xml"}
"Warning: There are iteration variables with default zero start attribute. For more information set -d=initialization. In OMEdit Tools->Options->Simulation->OMCFlags, in OMNotebook call setCommandLineOptions("-d=initialization").
"
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve nonlinear initial system 0 without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = 0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -17.3731 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -5.04362 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 4.95638 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Local homotopy with equidistant step size started for nonlinear system 0.
-LOG_INIT | info | The homotopy path of system 0 will be exported to initializationTests.homotopy4_solver_nonlinsys0_equidistant_local_homotopy.csv.
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.333333
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.333333 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.666667
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.666667 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 1
-LOG_INIT | info | [system 0] homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve nonlinear initial system 0 without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = 0.57364 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -27.1705 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -5.42636 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 4.57364 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 4.67544 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Local homotopy with equidistant step size started for nonlinear system 0.
-LOG_INIT | info | The homotopy path of system 0 will be exported to initializationTests.homotopy4_solver_nonlinsys0_equidistant_local_homotopy.csv.
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.333333
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.333333 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.666667
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.666667 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 1
-LOG_INIT | info | [system 0] homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve nonlinear initial system 0 without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956373 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95637 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04363 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Local homotopy with equidistant step size started for nonlinear system 0.
-LOG_INIT | info | The homotopy path of system 0 will be exported to initializationTests.homotopy4_solver_nonlinsys0_equidistant_local_homotopy.csv.
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.333333
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.333333 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.666667
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.666667 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 1
-LOG_INIT | info | [system 0] homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956366 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95637 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04363 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve nonlinear initial system 0 without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = 0.57364 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -27.1705 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -5.42636 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 4.57364 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 4.67544 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Local homotopy with equidistant step size started for nonlinear system 0.
-LOG_INIT | info | The homotopy path of system 0 will be exported to initializationTests.homotopy4_solver_nonlinsys0_equidistant_local_homotopy.csv.
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.333333
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.333333 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.666667
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.666667 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 1
-LOG_INIT | info | [system 0] homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve nonlinear initial system 0 without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = 0.57364 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -27.1705 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -5.42636 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 4.57364 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 4.67544 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Local homotopy with equidistant step size started for nonlinear system 0.
-LOG_INIT | info | The homotopy path of system 0 will be exported to initializationTests.homotopy4_solver_nonlinsys0_equidistant_local_homotopy.csv.
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.333333
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.333333 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.666667
-LOG_INIT | info | [system 0] homotopy parameter lambda = 0.666667 done
-| | | | ---------------------------
-LOG_INIT | info | [system 0] homotopy parameter lambda = 1
-LOG_INIT | info | [system 0] homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
""
true
""
{"initializationTests.homotopy4_solver","initializationTests.homotopy4_solver_init.xml"}
"Warning: There are iteration variables with default zero start attribute. For more information set -d=initialization. In OMEdit Tools->Options->Simulation->OMCFlags, in OMNotebook call setCommandLineOptions("-d=initialization").
"
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve the initialization problem without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = 0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -17.3731 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -5.04362 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 4.95638 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Global homotopy with equidistant step size started.
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_equidistant_global_homotopy.csv.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0.333333
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0.666667
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve the initialization problem without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = 0.57364 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -27.1705 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -5.42636 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 4.57364 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 4.67544 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Global homotopy with equidistant step size started.
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_equidistant_global_homotopy.csv.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0.333333
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0.666667
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve the initialization problem without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956373 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95637 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04363 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Global homotopy with equidistant step size started.
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_equidistant_global_homotopy.csv.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0.333333
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0.666667
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve the initialization problem without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = 0.57364 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -27.1705 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -5.42636 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 4.57364 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 4.67544 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Global homotopy with equidistant step size started.
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_equidistant_global_homotopy.csv.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0.333333
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0.666667
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve the initialization problem without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = 0.57364 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -27.1705 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -5.42636 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 4.57364 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 4.67544 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Global homotopy with equidistant step size started.
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_equidistant_global_homotopy.csv.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0.333333
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 0.666667
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | homotopy parameter lambda = 1 done
-| | | | ---------------------------
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [2] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [3] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [4] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [5] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [6] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [7] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [8] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [10] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [11] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [12] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [13] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [14] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [15] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [16] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [17] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [18] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
""
true
""
{"initializationTests.homotopy4_solver","initializationTests.homotopy4_solver_init.xml"}
"Warning: There are iteration variables with default zero start attribute. For more information set -d=initialization. In OMEdit Tools->Options->Simulation->OMCFlags, in OMNotebook call setCommandLineOptions("-d=initialization").
"
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve nonlinear initial system 0 without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = 0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -17.3731 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -5.04362 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 4.95638 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Local homotopy with adaptive step size started for nonlinear system 0.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve lambda0-system
-LOG_INIT | info | solving lambda0-system done with success
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_local_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.618547
-LOG_INIT | info | homotopy parameter lambda = 0.698547
-LOG_INIT | info | homotopy parameter lambda = 0.778547
-LOG_INIT | info | homotopy parameter lambda = 0.858547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Automatically set -homotopyOnFirstTry, because trying without homotopy first is not supported for the local global approach in combination with KINSOL.
-LOG_INIT | info | Local homotopy with adaptive step size started for nonlinear system 0.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve lambda0-system
-LOG_INIT | info | solving lambda0-system done with success
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_local_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.618547
-LOG_INIT | info | homotopy parameter lambda = 0.698547
-LOG_INIT | info | homotopy parameter lambda = 0.778547
-LOG_INIT | info | homotopy parameter lambda = 0.858547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Local homotopy with adaptive step size started for nonlinear system 0.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve lambda0-system
-LOG_INIT | info | solving lambda0-system done with success
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_local_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.618547
-LOG_INIT | info | homotopy parameter lambda = 0.698547
-LOG_INIT | info | homotopy parameter lambda = 0.778547
-LOG_INIT | info | homotopy parameter lambda = 0.858547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve nonlinear initial system 0 without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956373 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95637 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04363 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Local homotopy with adaptive step size started for nonlinear system 0.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve lambda0-system
-LOG_INIT | info | solving lambda0-system done with success
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_local_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.618547
-LOG_INIT | info | homotopy parameter lambda = 0.698547
-LOG_INIT | info | homotopy parameter lambda = 0.778547
-LOG_INIT | info | homotopy parameter lambda = 0.858547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve nonlinear initial system 0 without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = 0.57364 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -27.1705 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -5.42636 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 4.57364 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 4.67544 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Local homotopy with adaptive step size started for nonlinear system 0.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve lambda0-system
-LOG_INIT | info | solving lambda0-system done with success
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_local_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.618547
-LOG_INIT | info | homotopy parameter lambda = 0.698547
-LOG_INIT | info | homotopy parameter lambda = 0.778547
-LOG_INIT | info | homotopy parameter lambda = 0.858547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve nonlinear initial system 0 without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = 0.57364 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -27.1705 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -5.42636 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 4.57364 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 4.67544 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Local homotopy with adaptive step size started for nonlinear system 0.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve lambda0-system
-LOG_INIT | info | solving lambda0-system done with success
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_local_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.618547
-LOG_INIT | info | homotopy parameter lambda = 0.698547
-LOG_INIT | info | homotopy parameter lambda = 0.778547
-LOG_INIT | info | homotopy parameter lambda = 0.858547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
""
true
""
{"initializationTests.homotopy4_solver","initializationTests.homotopy4_solver_init.xml"}
"Warning: There are iteration variables with default zero start attribute. For more information set -d=initialization. In OMEdit Tools->Options->Simulation->OMCFlags, in OMNotebook call setCommandLineOptions("-d=initialization").
"
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve the initialization problem without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = 0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -17.3731 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -5.04362 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 4.95638 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Global homotopy with adaptive step size started.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve simplified lambda0-DAE
-LOG_INIT | info | solving simplified lambda0-DAE done
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_global_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.658547
-LOG_INIT | info | homotopy parameter lambda = 0.738547
-LOG_INIT | info | homotopy parameter lambda = 0.818547
-LOG_INIT | info | homotopy parameter lambda = 0.978547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Automatically set -homotopyOnFirstTry, because trying without homotopy first is not supported for the adaptive global approach in combination with KINSOL.
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | Global homotopy with adaptive step size started.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve simplified lambda0-DAE
-LOG_INIT | info | solving simplified lambda0-DAE done
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_global_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.658547
-LOG_INIT | info | homotopy parameter lambda = 0.738547
-LOG_INIT | info | homotopy parameter lambda = 0.818547
-LOG_INIT | info | homotopy parameter lambda = 0.978547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Global homotopy with adaptive step size started.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve simplified lambda0-DAE
-LOG_INIT | info | solving simplified lambda0-DAE done
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_global_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.658547
-LOG_INIT | info | homotopy parameter lambda = 0.738547
-LOG_INIT | info | homotopy parameter lambda = 0.818547
-LOG_INIT | info | homotopy parameter lambda = 0.978547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve the initialization problem without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Global homotopy with adaptive step size started.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve simplified lambda0-DAE
-LOG_INIT | info | solving simplified lambda0-DAE done
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_global_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.658547
-LOG_INIT | info | homotopy parameter lambda = 0.738547
-LOG_INIT | info | homotopy parameter lambda = 0.818547
-LOG_INIT | info | homotopy parameter lambda = 0.978547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve the initialization problem without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = 0.57364 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -27.1705 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -5.42636 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 4.57364 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 4.67544 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Global homotopy with adaptive step size started.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve simplified lambda0-DAE
-LOG_INIT | info | solving simplified lambda0-DAE done
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_global_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.658547
-LOG_INIT | info | homotopy parameter lambda = 0.738547
-LOG_INIT | info | homotopy parameter lambda = 0.818547
-LOG_INIT | info | homotopy parameter lambda = 0.978547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Try to solve the initialization problem without homotopy first.
-LOG_INIT | info | parameter values
-| | | | | real parameters
-| | | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = 0.57364 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -27.1705 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -5.42636 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -2.16228 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 4.57364 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 4.67544 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully without homotopy method.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
-""
-LOG_INIT | info | ### START INITIALIZATION ###
-LOG_INIT | info | updating min-values
-LOG_INIT | info | updating max-values
-LOG_INIT | info | updating nominal-values
-LOG_INIT | info | updating primary start-values
-LOG_INIT | info | initialization method: symbolic [solves the initialization problem symbolically - default]
-LOG_INIT | info | Global homotopy with adaptive step size started.
-LOG_INIT | info | homotopy process
-| | | | ---------------------------
-LOG_INIT | info | solve simplified lambda0-DAE
-LOG_INIT | info | solving simplified lambda0-DAE done
-| | | | ---------------------------
-LOG_INIT | info | run along the homotopy path and solve the actual system
-LOG_INIT | info | Homotopy run: 1
-LOG_INIT | info | startDirection = 1.0000000000e+00
-LOG_INIT | info | The homotopy path will be exported to initializationTests.homotopy4_solver_nonlinsys0_adaptive_global_homotopy_pos.csv.
-LOG_INIT | info | homotopy parameter lambda = 0
-LOG_INIT | info | homotopy parameter lambda = 0.0287318
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.298547
-LOG_INIT | info | homotopy parameter lambda = 0.338547
-LOG_INIT | info | homotopy parameter lambda = 0.378547
-LOG_INIT | info | homotopy parameter lambda = 0.418547
-LOG_INIT | info | homotopy parameter lambda = 0.458547
-LOG_INIT | info | homotopy parameter lambda = 0.498547
-LOG_INIT | info | homotopy parameter lambda = 0.538547
-LOG_INIT | info | homotopy parameter lambda = 0.578547
-LOG_INIT | info | homotopy parameter lambda = 0.658547
-LOG_INIT | info | homotopy parameter lambda = 0.738547
-LOG_INIT | info | homotopy parameter lambda = 0.818547
-LOG_INIT | info | homotopy parameter lambda = 0.978547
-LOG_INIT | info | homotopy parameter lambda = 1
-LOG_INIT | info | Total number of lambda steps for this homotopy loop: 15
-LOG_INIT | info | parameter values
-LOG_INIT | info | real parameters
-| | | | | [1] parameter Real p1(start=10, fixed=true) = 10
-LOG_SOTI | info | ### SOLUTION OF THE INITIALIZATION ###
-| | | | | other real variables
-| | | | | | [1] Real __HOM_LAMBDA(start=0, nominal=1) = 0 (pre: 0)
-| | | | | | [2] Real a(start=0, nominal=1) = 1 (pre: 0)
-| | | | | | [3] Real b(start=0, nominal=1) = -0.412118 (pre: 0)
-| | | | | | [4] Real c(start=0, nominal=1) = 0.169842 (pre: 0)
-| | | | | | [5] Real d(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [6] Real e(start=0, nominal=1) = -0.956376 (pre: 0)
-| | | | | | [7] Real f(start=0, nominal=1) = -23.1114 (pre: 0)
-| | | | | | [8] Real x(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [9] Real x1(start=0, nominal=1) = -9 (pre: 0)
-| | | | | | [10] Real x2(start=0, nominal=1) = 3 (pre: 0)
-| | | | | | [11] Real x3(start=0, nominal=1) = -6.95638 (pre: 0)
-| | | | | | [12] Real y(start=0, nominal=1) = 5 (pre: 0)
-| | | | | | [13] Real y1(start=0, nominal=1) = 4.16984 (pre: 0)
-| | | | | | [14] Real y2(start=0, nominal=1) = -3 (pre: 0)
-| | | | | | [15] Real y3(start=0, nominal=1) = 3.04362 (pre: 0)
-| | | | | | [16] Real z(start=0, nominal=1) = -5 (pre: 0)
-| | | | | | [17] Real z1(start=0, nominal=1) = -4.16984 (pre: 0)
-| | | | | | [18] Real z2(start=0, nominal=1) = 9 (pre: 0)
-| | | | | | [19] Real z3(start=0, nominal=1) = -1 (pre: 0)
-LOG_INIT | info | ### END INITIALIZATION ###
-LOG_SUCCESS | info | The initialization finished successfully with 15 homotopy steps.
-LOG_SUCCESS | info | The simulation finished successfully.
-0
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
+""
+1
""
Equation mismatch: omc-diff says:
Line 8: Lexical token differs:
expected: LOG_INIT | info | ### START INITIALIZATION ###
got: 1
== 1 out of 1 tests failed [simulation/modelica/initialization/homotopy4_solver.mos_temp1252, time: 61]
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