Page 168 - Using ANSYS for Finite Element Analysis Dynamic, Probabilistic, Design and Heat Transfer Analysis
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apDl programming   •   155

                               FITEM,2,15
                               FITEM,2,19
                               FITEM,2,21
                               FITEM,2,-22
                               /GO
                               DK,P51X, , , ,0,ALL, , , , , ,
                               ! Apply pressure
                               FLST,2,1,4,ORDE,1
                               FITEM,2,7
                               /GO
                               SFL,P51X,PRES,88,
                               FINISH  !  Save  and  Exit  the  Preprocessor
                           (PREP7)
                               !
                               /SOL ! Enter Solution phase
                               SOLVE
                               FINISH
                        3.  Read in the Edited Log File
                           In  an  interactive session,  pick  Utility  Menu>  File>  Read Input
                           from to read in the edited command log file.



                      4.3   tutoriaL 6: heat Loss from a CyLindriCaL
                            CooLing fin

                      In this tutorial, a very long rod 25 mm in diameter has one end maintained
                      at 100°C. The surface of the rod is exposed to ambient air at 25°C with a
                      convection heat transfer coefficient of 10 W/m .K. Determine the heat loss
                                                           2
                      from the rod constructed of pure copper.


                                  T  = 100°        T  = 25°C
                                   b
                                                    ∞
                                                   h = 10 W/m .K
                                                           2
                                                    Air

                                                                       D = 2.5 cm
                                              L = 1.32 m
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