Many thanks for your reply.
For different non zero INITial DISPlacements, e.g., using catenary function values, I get a zero diagonal
*Command 3 * tang v: 1.00 0.00 0.00
t= 0.01 0.00
Residual 1 norm = 3.0000000E-03 1.0000000E+00 t= 0.01 0.00
DOF 1 0.0000000E+00 0.0000000E+00
DOF 2 3.3333333E-04 3.4482759E-04
*D4TRIU WARNING* Reduced diagonal is zero in 9 equations.
Step: 0 Iteration: 0
Condition check: D-max 0.2000E+00; D-min 0.1111E+00; Ratio 0.1800E+01
Maximum no. diagonal digits lost: 1
End Triangular Decomposition t= 0.01 0.00
Number of operations = 194 plus 0 Mega-ops
Time: CPU = 0.01 , System = 0.00
--> SOLVE AT 4.04 Mflops. Time= 0.00
Energy convergence test
Initial = 0.000000000000000E+00 Current = 0.000000000000000E+00
Relative = 1.000000000000000E+00 Tolerance = 1.000000000000000E-16
*Command 4 * next v: 10.0 3.00 1.00
When I, instead, use non zero y-coordinates for the nurbs coordinates, I get huge values in the (factorized) tangent (via TANG,,1 and OUTP TANG)
1 1 5.009358224664411D+00
2 2 2.277545928469153D+04
3 3 1.000059638950751D+01
5 5 1.000007386716542D+01
7 7 1.000000442404896D+01
9 9 1.000000442404896D+01
10 10 -3.022314549036573D+22
11 11 1.000007386716540D+01
12 12 4.722366482869645D+21
13 13 1.000059638950753D+01
14 14 1.180591620717411D+21
[...]
and the unfactorized using TANG,,-1
1 1 1.996263703155293D-01
2 2 2.489637161042502D-04
3 3 1.999494674280283D-01
4 4 3.368613414150350D-05
5 5 1.999932977943863D-01
6 6 4.468096952924846D-06
7 7 1.999992170933321D-01
8 8 5.219371701989166D-07
9 9 1.999999115190600D-01
10 10 5.898728912613671D-08
11 11 1.999992170933323D-01
12 12 5.219371701989179D-07
13 13 1.999932977943862D-01
14 14 4.468096952924828D-06
[...]