Environment - simulationEnvironment:
startTime=0
stopTime=1200
tolerance=1e-06
numberOfIntervals=2500
stepSize=0.48
Regular simulation: ./ThermoSysPro_ThermoSysPro.Fluid.Examples.SimpleExamples.TestGasTurbine  -abortSlowSimulation -alarm=480 -s gbode -lv LOG_STATS
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = 1.201e+10
|                 | |       |   fb = f(u_max) = 1.2019e+10
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = 4.4593e+08
|                 | |       |   fb = f(u_max) = 4.5456e+08
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -4.61188e+07
|                 | |       |   fb = f(u_max) = -3.77395e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -3.03516e+07
|                 | |       |   fb = f(u_max) = -2.21359e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -1.73667e+07
|                 | |       |   fb = f(u_max) = -9.25823e+06
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -1.12224e+07
|                 | |       |   fb = f(u_max) = -3.18421e+06
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -1.34401e+07
|                 | |       |   fb = f(u_max) = -4.49473e+06
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -8.79059e+06
|                 | |       |   fb = f(u_max) = -201368
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_STDOUT        | warning | While solving non-linear system an assertion failed during initialization.
|                 | |       | | The non-linear solver tries to solve the problem that could take some time.
|                 | |       | | It could help to provide better start-values for the iteration variables.
|                 | |       | | For more information simulate with -lv LOG_NLS_V
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -1.68137e+07
|                 | |       |   fb = f(u_max) = -8.56778e+06
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = 2.55245e+09
|                 | |       |   fb = f(u_max) = 2.56069e+09
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -1.68137e+07
|                 | |       |   fb = f(u_max) = -8.56778e+06
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = 2.55245e+09
|                 | |       |   fb = f(u_max) = 2.56069e+09
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = 1.87094e+08
|                 | |       |   fb = f(u_max) = 1.96031e+08
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = 1.87094e+08
|                 | |       |   fb = f(u_max) = 1.96031e+08
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = 1.87094e+08
|                 | |       |   fb = f(u_max) = 1.96031e+08
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = -2.20992e+07
|                 | |       |   fb = f(u_max) = -1.38033e+07
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_STDOUT        | warning | While solving non-linear system an assertion failed during initialization.
|                 | |       | | The non-linear solver tries to solve the problem that could take some time.
|                 | |       | | It could help to provide better start-values for the iteration variables.
|                 | |       | | For more information simulate with -lv LOG_NLS_V
LOG_ASSERT        | debug   | The arguments u_min and u_max provided in the function call
|                 | |       |     solveOneNonlinearEquation(f,u_min,u_max)
|                 | |       | do not bracket the root of the single non-linear equation 0=f(u):
|                 | |       |   u_min  = 200
|                 | |       |   u_max  = 6000
|                 | |       |   fa = f(u_min) = 6.4999e+10
|                 | |       |   fb = f(u_max) = 6.50072e+10
|                 | |       | fa and fb must have opposite sign which is not the case
LOG_SUCCESS       | info    | The initialization finished successfully without homotopy method.
LOG_STATS         | info    | ### STATISTICS ###
|                 | |       | | timer
|                 | |       | | |   0.00616428s          reading init.xml
|                 | |       | | |  0.000422914s          reading info.xml
|                 | |       | | |   7.3858e-05s [  0.0%] pre-initialization
|                 | |       | | |     0.170365s [  6.6%] initialization
|                 | |       | | |  0.000276909s [  0.0%] steps
|                 | |       | | |   8.2241e-05s [  0.0%] solver (excl. callbacks)
|                 | |       | | |            0s [  0.0%] creating output-file
|                 | |       | | |    0.0251803s [  1.0%] event-handling
|                 | |       | | |     0.022262s [  0.9%] overhead
|                 | |       | | |      2.35509s [ 91.5%] simulation
|                 | |       | | |      2.57333s [100.0%] total
|                 | |       | | events
|                 | |       | | |     2 state events
|                 | |       | | |     0 time events
|                 | |       | | solver: euler
|                 | |       | | | 10004 steps taken
|                 | |       | | | 10004 calls of functionODE
|                 | |       | | |     0 evaluations of jacobian
|                 | |       | | |     0 error test failures
|                 | |       | | |     0 convergence test failures
|                 | |       | | | 0s time of jacobian evaluation
LOG_SUCCESS       | info    | The simulation finished successfully.