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strang8_exact.txt
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3 July 2007 12:13:15.978 PM
NINT_EXACTNESS_TRI
FORTRAN90 version
Investigate the polynomial exactness of a quadrature
rule for the triangle by integrating all monomials
of a given degree.
The rule will be adjusted to the unit triangle.
NINT_EXACTNESS_TRI: User input:
Quadrature rule X file = "strang8_x.txt".
Quadrature rule W file = "strang8_w.txt".
Quadrature rule R file = "strang8_r.txt".
Maximum total degree to check = 8
Spatial dimension = 2
Number of points = 9
Error Degree Exponents
0.0000000000000007 0 0 0
0.0000000000000010 1 1 0
0.0000000000000010 1 0 1
0.0000000000000012 2 2 0
0.0000000000000003 2 1 1
0.0000000000000016 2 0 2
0.0000000000000024 3 3 0
0.0000000000000002 3 2 1
0.0000000000000002 3 1 2
0.0000000000000024 3 0 3
0.0000000000000031 4 4 0
0.0000000000000010 4 3 1
0.0000000000000000 4 2 2
0.0000000000000009 4 1 3
0.0000000000000029 4 0 4
0.0000000000000036 5 5 0
0.0000000000000018 5 4 1
0.0000000000000002 5 3 2
0.0000000000000002 5 2 3
0.0000000000000018 5 1 4
0.0000000000000037 5 0 5
0.0040726114166464 6 6 0
0.0122178342499248 6 5 1
0.0162588713391054 6 4 2
0.0121546855949981 6 3 3
0.0162588713391056 6 2 4
0.0122178342499246 6 1 5
0.0040726114166464 6 0 6
0.0167970794097747 7 7 0
0.0404630265593029 7 6 1
0.0327297144868287 7 5 2
0.0008644443327143 7 4 3
0.0008644443327144 7 3 4
0.0327297144868287 7 2 5
0.0404630265593029 7 1 6
0.0167970794097750 7 0 7
0.0408173876063376 8 8 0
0.0792841533764752 8 7 1
0.0297267964710103 8 6 2
0.0389662111201804 8 5 3
0.0043383763845450 8 4 4
0.0389662111201807 8 3 5
0.0297267964710103 8 2 6
0.0792841533764754 8 1 7
0.0408173876063376 8 0 8
NINT_EXACTNESS_TRI:
Normal end of execution.
3 July 2007 12:13:15.987 PM