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FE_N_T_RT1_3D.h
1 // ***********************************************************************
2 // Raviart-Thomas element of first order on tetrahedra, 3D
3 // ***********************************************************************
4 
5 // number of degrees of freedom
6 static int N_T_RT1_3D_NDOF = 15;
7 
8 // number of dofs on the closure of each joints
9 static int N_T_RT1_3D_JointDOF = 3;
10 
11 // which local dofs are on the joints
12 static int N_T_RT1_3D_J0[3] = { 0, 1, 2 };
13 static int N_T_RT1_3D_J1[3] = { 3, 4, 5 };
14 static int N_T_RT1_3D_J2[3] = { 6, 7, 8 };
15 static int N_T_RT1_3D_J3[3] = { 9,10,11 };
16 
17 static int *N_T_RT1_3D_J[4] = { N_T_RT1_3D_J0, N_T_RT1_3D_J1,
18  N_T_RT1_3D_J2, N_T_RT1_3D_J3 };
19 
20 // number of inner dofs
21 static int N_T_RT1_3D_NInner = 3;
22 
23 // array containing the numbers for the inner dofs (here is no inner dof)
24 static int N_T_RT1_3D_Inner[3] = { 12,13,14 };
25 
26 // number of outer dofs
27 static int N_T_RT1_3D_NOuter = 12;
28 
29 // array containing the numbers for the outer dofs
30 static int N_T_RT1_3D_Outer[12] = { 0,1,2,3,4,5,6,7,8,9,10,11 };
31 
32 static char N_T_RT1_3D_String[] = "N_T_RT1_3D";
33 
34 TFEDesc3D *FE_N_T_RT1_3D_Obj=new TFEDesc3D(N_T_RT1_3D_String, N_T_RT1_3D_NDOF,
35  N_T_RT1_3D_JointDOF, N_T_RT1_3D_J,
36  N_T_RT1_3D_NInner, N_T_RT1_3D_Inner,
37  N_T_RT1_3D_NOuter, N_T_RT1_3D_Outer);
Definition: FEDesc3D.h:19