Page 287 - Process Modelling and Simulation With Finite Element Methods
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274        Process Modelling and Simulation with Finite Element Methods

          Launch FEMLAB and in the Model Navigator do the following:

           Model Navigator
                  Select 1-D dimension, Geom 1
                  Select PDE modes*General==Stationary  nonlinear model, weak
                  form (mode gl). Dependent variable ul, independent variable x>>
              0   Multiphysics Tab. Add Geom 2, Select 2-D dimension
                  Select PDE modes+General=Stationary  nonlinear form (mode 82)
                  Dependent variable u2, independent variables xl, x2>>


          down the Options menu and  set the grid to (-0.1,l.l) x  (-0.1,l.l) Geom 2
                                                                 on
          and the grid spacing to 0.1,O.l.  Pull down the Draw menu.
           Draw Mode
              Geom 1: Specify geometry; interval [0,1]
              Geom 2: Select Draw Rectangle.  Set R1 = [0,1] x  [0,1]
                  ApplylOK
          Pull  down  the  options menu  and  select  Add/Edit  constants.  The AddEdit
          constants dialog box appears.

              Add/Edit Constants
                     Name of constant: eps  Expression:  0.05
                     Apply/OK
          The major  action is  the  computation of  the  extrusion and  projection  coupling
          variables. Select Add/Edit Coupling Variables from the Options Menu.

           AddEdit Coupling Variables
           extrusion add f2.  Source Geom 1, subdomain 1, Expression: ul
           Local mesh transformation (x t x)
           Destination Geom 2 subdomain 1, Check “Active in this domain” box.
           Evaluation point transformation (x t x2)
           projection add fl. Source Geom 2, subdomain 1, Integrand: sin(2*pi*xl *x2);
           integration order 2
           Local mesh transformation (x t xl, y t x2)
           Destination Geom 1 subdomain lCheck “Active in this domain” box.
           Evaluation point transformation (x t x)
                  Apply/OK
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