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          <Description><![CDATA[Mass loss per length]]></Description>
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          <Description><![CDATA[Outside Wall Temperature]]></Description>
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          <Description><![CDATA[Inside Wall Temperature]]></Description>
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          <Description><![CDATA[External Convection coefficient]]></Description>
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          <Description><![CDATA[Biofilm Mass per Area]]></Description>
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          <Name><![CDATA[WallHeat1]]></Name>
          <Description><![CDATA[Heat balance - wall]]></Description>
          <EquationType>eAlgebraic</EquationType>
          <Residual>$${ { Qout \left( { x } \right) }  - \left( { \left( { { To \left( { x } \right) }  - { Tsat } }  \right)  \cdot \left( { \left( { {3.14 {}} \cdot { Do } }  \right)  \cdot { hext \left( { x } \right) } }  \right) }  \right) }  = 0; {\forall { x }  \in \left[ { x } _{0}, { x } _{n} \right] }$$</Residual>
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              <Name><![CDATA[x]]></Name>
              <Description><![CDATA[]]></Description>
              <Domain ID="4748382064"><![CDATA[x]]></Domain>
              <Type>eClosedClosed</Type>
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        <Object ID="4718330088" Class="daeEquation" Library="DAE.Core" Version="1.8.0">
          <Name><![CDATA[WallHeat2]]></Name>
          <Description><![CDATA[Heat balance - wall]]></Description>
          <EquationType>eAlgebraic</EquationType>
          <Residual>$${ \left( { { Qout \left( { x } \right) }  \cdot \ln \left( { { Do }  \over { Di } }  \right) }  \right)  - \left( { \left( { { Ti \left( { x } \right) }  - { To \left( { x } \right) } }  \right)  \cdot \left( { \left( { {2 {}} \cdot {3.14 {}}}  \right)  \cdot { kwall } }  \right) }  \right) }  = 0; {\forall { x }  \in \left[ { x } _{0}, { x } _{n} \right] }$$</Residual>
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            <Object ID="4718330536" Class="daeDistributedEquationDomainInfo" Library="DAE.Core" Version="1.8.0">
              <Name><![CDATA[x]]></Name>
              <Description><![CDATA[]]></Description>
              <Domain ID="4748382064"><![CDATA[x]]></Domain>
              <Type>eClosedClosed</Type>
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        <Object ID="4718332536" Class="daeEquation" Library="DAE.Core" Version="1.8.0">
          <Name><![CDATA[InternalConvection]]></Name>
          <Description><![CDATA[Internal convection - hint]]></Description>
          <EquationType>eAlgebraic</EquationType>
          <Residual>$${ { hint \left( { x } \right) }  - \left( { \left( { \left( { \left( { \left( { \left( { \left( { { fD \left( { x } \right) }  \over {8 {}}}  \right)  \cdot \left( { { Re \left( { x } \right) }  - {1000 {}}}  \right) }  \right)  \cdot \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { {0 {}} + \left( { \left( { {5338.5412 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-4.59622909e-05 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {6.92912051e-13 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-7.36540443 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {2.56423946e-07 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-4.16832999e-15 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {0.011695432 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-3.75497945e-10 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {6.3192083e-18 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  \cdot \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { {0 {}} + \left( { \left( { {0.0188609725 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-2.70404394e-11 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {1.05272925e-19 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-0.000103228185 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {1.60840574e-13 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-6.17146995e-22 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {1.44044684e-07 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-2.36804252e-16 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {9.04800488e-25 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right) }  \right)  \over \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { {0 {}} + \left( { \left( { {-0.668466623 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {5.60495502e-09 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-9.47189764e-17 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {0.00696267417 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-3.08101787e-11 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {5.7561376e-19 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-9.01035342e-06 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {4.66554489e-14 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-8.77655266e-22 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right) }  \right) }  \right)  \over \left( { \left( { {1 {}} + \left( { \left( { {12.7 {}} \cdot \sqrt { { { fD \left( { x } \right) }  \over {8 {}}}  } }  \right)  \cdot \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { {0 {}} + \left( { \left( { {5338.5412 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-4.59622909e-05 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {6.92912051e-13 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-7.36540443 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {2.56423946e-07 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-4.16832999e-15 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {0.011695432 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-3.75497945e-10 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {6.3192083e-18 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  \cdot \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { {0 {}} + \left( { \left( { {0.0188609725 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-2.70404394e-11 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {1.05272925e-19 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-0.000103228185 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {1.60840574e-13 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-6.17146995e-22 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {1.44044684e-07 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-2.36804252e-16 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {9.04800488e-25 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right) }  \right)  \over \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { {0 {}} + \left( { \left( { {-0.668466623 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {5.60495502e-09 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-9.47189764e-17 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {0.00696267417 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-3.08101787e-11 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {5.7561376e-19 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-9.01035342e-06 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {4.66554489e-14 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-8.77655266e-22 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right) }  \right)  ^ {0.6666666667 {}}}  \right) }  \right) }  \right)  - {1 {}}}  \right) }  \right)  \cdot \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { {0 {}} + \left( { \left( { {-0.668466623 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {5.60495502e-09 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-9.47189764e-17 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {0.00696267417 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-3.08101787e-11 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {5.7561376e-19 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-9.01035342e-06 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {4.66554489e-14 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-8.77655266e-22 {}} \cdot \left( { \left( { \left( { \left( { {0.5 {}} \cdot { T \left( { x } \right) } }  \right)  + \left( { {0.5 {}} \cdot { Ti \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { P \left( { x } \right) }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right) }  \right)  \cdot {1 {{K ^ {-1}}{W}{m ^ {-1}}}}}  \right)  \over { D \left( { x } \right) } }  \right) }  = 0; {\forall { x }  \in \left[ { x } _{0}, { x } _{n} \right] }$$</Residual>
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              <Description><![CDATA[]]></Description>
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          <Name><![CDATA[Hext]]></Name>
          <Description><![CDATA[Heat balance - Hext]]></Description>
          <EquationType>eAlgebraic</EquationType>
          <Residual>$${ { hext \left( { x } \right) }  - \left( { { fNtub }  \cdot \left( { {0.729 {}} \cdot \left( { \left( { \left( { \left( { \left( { \left( { {9.81 {{m}{s ^ {-2}}}} \cdot \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { {0 {}} + \left( { \left( { {779.090743 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {2.48303614e-06 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-1.72867793e-14 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {1.73778137 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-1.25464465e-08 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {1.06919245e-16 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-0.00337696769 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {1.92123247e-11 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-1.69246313e-19 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  \cdot {1 {{kg}{m ^ {-3}}}}}  \right) }  \right)  \cdot \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { \left( { {0 {}} + \left( { \left( { {779.090743 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {2.48303614e-06 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {0 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( 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\left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {1 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {2 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-0.00337696769 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {0 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {1.92123247e-11 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot \left( { { Tsat }  + { To \left( { x } \right) } }  \right) }  \right)  \over {1 {{K}}}}  \right)  ^ {2 {}}}  \right) }  \right)  \cdot \left( { \left( { { Psat }  \over {1 {{Pa}}}}  \right)  ^ {1 {}}}  \right) }  \right) }  \right)  + \left( { \left( { {-1.69246313e-19 {}} \cdot \left( { \left( { \left( { {0.5 {}} \cdot 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