Error report for Modelica.Media.Examples.SolveOneNonlinearEquation.Inverse_sh_T

Warning: in file 'C:\JModelica.org-1.13\install\ThirdParty\MSL\Modelica\Media\IdealGases\Common\SingleGasesData.mo':
At line 42, column 25:
The constant Air does not have a binding expression
Warning: in file 'C:\JModelica.org-1.13\install\ThirdParty\MSL\Modelica\Media\IdealGases\Common\package.mo':
At line 8, column 32:
String arguments in functions are only partially supported
Warning: in file 'C:\JModelica.org-1.13\install\ThirdParty\MSL\Modelica\Media\IdealGases\Common\package.mo':
At line 8, column 32:
String parameters are only partially supported
Warning: in file 'C:\JModelica.org-1.13\install\ThirdParty\MSL\Modelica\Media\package.mo':
At line 4329, column 64:
String parameters are only partially supported
Warning: in file 'C:\JModelica.org-1.13\install\ThirdParty\MSL\Modelica\Media\package.mo':
At line 4330, column 76:
String parameters are only partially supported
Warning: in file 'C:\JModelica.org-1.13\install\ThirdParty\MSL\Modelica\Utilities\Streams.mo':
At line 126, column 36:
String arguments in functions are only partially supported
Compiling...
... elapsed time: 4.67s
Loading...
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Initializing...
... elapsed time: 0.00s
Simulating...

SIMULATION LOG:

Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Warning: <Warning>Evaluating the derivatives failed at <value name="t"> 3.4322590648825023E-005</value>, retrying with restored values.</Warning>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Error: <Error>Evaluating the derivatives failed at <value name="t"> 3.4322590648825023E-005</value></Error>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Warning: <Warning>Evaluating the derivatives failed at <value name="t"> 8.5806476622062559E-006</value>, retrying with restored values.</Warning>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Error: <Error>Evaluating the derivatives failed at <value name="t"> 8.5806476622062559E-006</value></Error>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Warning: <Warning>Evaluating the derivatives failed at <value name="t"> 2.1451619155515640E-006</value>, retrying with restored values.</Warning>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Error: <Error>Evaluating the derivatives failed at <value name="t"> 2.1451619155515640E-006</value></Error>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Warning: <Warning>Evaluating the derivatives failed at <value name="t"> 5.3629047888789099E-007</value>, retrying with restored values.</Warning>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Error: <Error>Evaluating the derivatives failed at <value name="t"> 5.3629047888789099E-007</value></Error>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Warning: <Warning>Evaluating the derivatives failed at <value name="t"> 1.3407261972197275E-007</value>, retrying with restored values.</Warning>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Error: <Error>Evaluating the derivatives failed at <value name="t"> 1.3407261972197275E-007</value></Error>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Warning: <Warning>Evaluating the derivatives failed at <value name="t"> 3.3518154930493187E-008</value>, retrying with restored values.</Warning>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Error: <Error>Evaluating the derivatives failed at <value name="t"> 3.3518154930493187E-008</value></Error>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Warning: <Warning>Evaluating the derivatives failed at <value name="t"> 8.3795387326232967E-009</value>, retrying with restored values.</Warning>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Error: <Error>Evaluating the derivatives failed at <value name="t"> 8.3795387326232967E-009</value></Error>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Warning: <Warning>Evaluating the derivatives failed at <value name="t"> 2.0948846831558242E-009</value>, retrying with restored values.</Warning>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Error: <Error>Evaluating the derivatives failed at <value name="t"> 2.0948846831558242E-009</value></Error>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Warning: <Warning>Evaluating the derivatives failed at <value name="t"> 5.2372117078895605E-010</value>, retrying with restored values.</Warning>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Error: <Error>Evaluating the derivatives failed at <value name="t"> 5.2372117078895605E-010</value></Error>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Warning: <Warning>Evaluating the derivatives failed at <value name="t"> 1.3093029269723901E-010</value>, retrying with restored values.</Warning>
Warning: <ModelicaError><value name="msg">"The arguments x_min and x_max to OneNonLinearEquation.solve(..)
do not bracket the root of the single non-linear equation:
x_min = 200
x_max = 6000
y_zero = 1e-006
fa = f(x_min) - y_zero = -1e-006
fb = f(x_max) - y_zero = -1e-006
fa and fb must have opposite sign which is not the case"</value></ModelicaError>
Error: <Error>Evaluating the derivatives failed at <value name="t"> 1.3093029269723901E-010</value></Error>
'The right-hand side function had repeated recoverable errors. At time 0.000000.'
... elapsed time: 0.05s