name

NonLinearEVP/NonLinearEVP.pro

@@ -310,7 +310,7 @@ Formulation {
       Galerkin { Eig[I[] * -epsr_nod[]           * Dof{u}     , {u}     ]; Order 3; In Om_2; Jacobian JSur; Integration Int_1;}
     }
   }
-  {Name modal_helmholtz_PEP_E_nleig; Type FemEquation;
+  {Name modal_helmholtz_NEP_E; Type FemEquation;
     Quantity {{ Name u   ; Type Local; NameOfSpace Hcurl  ;}}
     Equation {
         Galerkin { Eig[   1/mur[] *    Dof{Curl u}, {Curl u} ]; Rational 1; In Om ; Jacobian JSur; Integration Int_1;}
@@ -344,7 +344,9 @@ Resolution {
     }
   }
   { Name res_NEP_E;
-    System{{ Name M1; NameOfFormulation modal_helmholtz_PEP_E_nleig ; Type ComplexValue; }}
+    System{
+        { Name M1; NameOfFormulation modal_helmholtz_NEP_E ; Type ComplexValue; }
+    }
     Operation{
       GenerateSeparate[M1];
       // //  Fan rational (iw)
@@ -381,6 +383,8 @@ Resolution {
       GenerateSeparate[M1]; EigenSolve[M1,neig,eig_target_re,eig_target_im,EigFilter[]];
     }
   }
+
+
 }
 
 PostProcessing {
@@ -394,7 +398,7 @@ PostProcessing {
       { Name EigenValuesImag;  Value { Local{ [$EigenvalueImag]; In PrintPoint; Jacobian JSur; } } }
     }
   }
-  { Name postpro_eigenvectors_NEP_E; NameOfFormulation modal_helmholtz_PEP_E_nleig;
+  { Name postpro_eigenvectors_NEP_E; NameOfFormulation modal_helmholtz_NEP_E;
     Quantity {
       { Name u   ; Value { Local { [ {u}    ] ; In Om; Jacobian JSur; } } }
       { Name EigenValuesReal;  Value { Local{ [$EigenvalueReal]; In PrintPoint; Jacobian JSur; } } }