>> Poisson_T6_iso_post
NOTE: no point source data supplied. Reset flag? 

(Echo of msh_remarks.tmp) 
=================== Begin Application Remarks ============================
Numerical check T6 isoparametric Poisson element 
via patch test with only interion nodes unknown                  

mesh  4--------7----------3   outer boundary nodes assigned
      |                /  |
      |  (2)       /      |   u(x,y) = 1 + 2x + 3y
      8        9          6   
      |     /     (1)     |   
      |  /                |   Which require the answer
      1--------5----------2   at node 9 of u = 20
                              G_x = 2, G_y = 3
Nodal dof: temperature (or potential value)
Element type = 1 (a Poisson, everywhere)
Element connection: six nodes per element
Element properties 6 (columns in msh_properties.tmp):
Conductivity (K), Heat generation rate (Q), Thickness (Thick)
==================== End Application Remarks ============================

Read 9 nodes. 
(Echo node, file msh_bc_xyz.tmp) 
node, bc_flags, 2 coordinates 
1, 1  0   0     
2, 1  10  0     
3, 1  10  6     
4, 1  0   6     
5, 1  5   0     
6, 1  10  3     
7, 1  5   6     
8, 1  0   3     
9, 0  5   3     
Note: expecting 8 displacement BC values. 

Read 2 elements with type & 6 nodes each. 
(Echo element number, file msh_typ_nodes.tmp) 
1, 1 1 2 3 5 6 9 
2, 1 1 3 4 9 7 8 

Read 8 EBC data sets with Node, DOF, Value. 
(Echo of file msh_ebc.tmp) 
     1     1     0
     2     1     0
     3     1     0
     4     1     0
     5     1     0
     6     1     0
     7     1     0
     8     1     0
NOTE converted EBC values to standard patch test 
Constant gradients are G_x=2, G_y=3 

(Echoing file msh_properties.tmp) 
3 homogeneous material values per type 
        1000           0           1
NOTE individual element properties echo skipped 

Resultant input sources: 
Totals =      0

Computed Solution: 
Node, 1 results per node 
1   1                
2   21                
3   39                
4   19                
5   11                
6   30                
7   29                
8   10                
9   20   <=== required solution value

Reactions at Displacement BCs 
Node, DOF, Reaction Value 
1 1 -7000 
2 1 -3000 
3 1  7000 
4 1  3000 
5 1 -20000 
6 1  8000 
7 1  20000 
8 1 -8000 
Totals =  3.6380e-12

Element Post-processing: 
Element number 1 _______________ 
Point       x-, y-coordinates 
            Gradient vector 
            Heat Flux vector 
1, 6.66667, 2 
1, 2, 3            <=== required constant gradient
1, -2000, -3000 
2, 4, 1.2 
2, 2, 3            <=== required constant gradient
2, -2000, -3000 
3, 8, 3.6 
3, 2, 3            <=== required constant gradient
3, -2000, -3000 
4, 8, 1.2 
4, 2, 3            <=== required constant gradient
4, -2000, -3000 

Element number 2 _______________ 
Point       x-, y-coordinates 
            Gradient vector 
            Heat Flux vector 
1, 3.33333, 4 
1, 2, 3            <=== required constant gradient
1, -2000, -3000 
2, 2, 2.4 
2, 2, 3            <=== required constant gradient
2, -2000, -3000 
3, 2, 4.8 
3, 2, 3            <=== required constant gradient
3, -2000, -3000 
4, 6, 4.8 
4, 2, 3            <=== required constant gradient
4, -2000, -3000 

Total solution integral = 1200 
Total solution volume   = 60 
>> quit