`nod3`¶

Specify the node numbers for which detailed file output is desired and alternate nodes for terminal output.

Group 1 - M, M2, M3
Group 2 - MN (1), MN (2), … , MN (M)
Group 3 - X, Y, Z (as needed)
Group 4 - MNI(1), MNI(2), … , MNI(M2)
Group 5 - X, Y, Z (as needed)
Group 6 - MNI(1), MNI(2), … , MNI(M3)
Group 7 - X, Y, Z (as needed)

Input Variable	Format	Description
M	integer	Number of nodes for which information will be printed on the output file (iout). If M ≤ 0, pressure and temperature will be written on the output file for all nodes but no nodal parameter values will be printed in the history plot files. Group 2 is omitted if M ≤ 0.
M2	integer	Number of nodes for short list (terminal printout). If M2 ≤ 0, Group 4 is omitted.
M3		Number of nodes for short list (variable porosity model information printout). If M3 ≤ 0, Group 6 is omitted.
MN	integer	M node numbers for which information will be printed on the output file (iout). If a MN(I) < 0, then coordinates are used to define that print-out node, and the coordinate sets (X, Y, Z) for each MN(I) < 0 are added after Group 2.
MNI	integer	M2 node numbers for which information will be printed on the terminal (short list). This group exists only if M2 ≠ 0. If MNI(I) < 0, then coordinates are used to define the terminal output nodes, and the coordinate sets (X, Y, Z) for each MNI(I) < 0 are added after Group 4.
X	real	Coordinates of node for which information will be printed. One line for each MN or MNI < 0. The code finds the node closest to the coordinate given. For 2-D problems set Z = 0. No input if no MN or MNI < 0.
Y	real
Z	real

The following are examples of nod3. In the first example (top), detailed output to the output file is specified for two nodes, the nodes numbered 50 and 88, and one node is specified for terminal output, node 50. In the second example (bottom), two nodes are specified for detailed output, the nodes numbered 50 and 88, and one node is specified for terminal output, the node closest to the coordinates X = 100. m, Y = 1000. m and Z = 0. m.

nod2
2	1
50	88
50

nod2
2	1
50	88
-88

nod3¶

`nod3`¶