VTK  9.7.20260921
QuadG2Gradient.h
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2 0.69444444444444431 * ss * (2 * rr - 0.7745966692414834) * (ss - 0.7745966692414834);
4 0.69444444444444431 * rr * (rr - 0.7745966692414834) * (2 * ss - 0.7745966692414834);
5basisGradient[2] = 0;
6basisGradient[3] = rr * ss * (2.1516574145596756 - 2.7777777777777772 * ss);
7basisGradient[4] = 1.0758287072798378 * (0.7745966692414834 - 2 * ss) * (rr - 0.7745966692414834) *
8 (1.2909944487358056 * rr + 1.0);
9basisGradient[5] = 0;
10basisGradient[6] = ss * (1.3888888888888886 * rr + 0.53791435363991891) * (ss - 0.7745966692414834);
12 1.0758287072798378 * rr * (0.6454972243679028 * rr + 0.5) * (2 * ss - 0.7745966692414834);
13basisGradient[8] = 0;
14basisGradient[9] = 1.0758287072798378 * (0.7745966692414834 - 2 * rr) * (ss - 0.7745966692414834) *
15 (1.2909944487358056 * ss + 1.0);
16basisGradient[10] = rr * ss * (2.1516574145596756 - 2.7777777777777772 * rr);
17basisGradient[11] = 0;
18basisGradient[12] = (4.3033148291193513 * rr + 2.2204460492503131e-16) * (ss - 0.7745966692414834) *
19 (1.2909944487358056 * ss + 1.0);
20basisGradient[13] = (rr - 0.7745966692414834) * (1.2909944487358056 * rr + 1.0) *
21 (4.3033148291193513 * ss + 2.2204460492503131e-16);
22basisGradient[14] = 0;
23basisGradient[15] = (-2.1516574145596756 * rr - 0.83333333333333326) * (ss - 0.7745966692414834) *
24 (1.2909944487358056 * ss + 1.0);
25basisGradient[16] =
26 rr * (0.6454972243679028 * rr + 0.5) * (-4.3033148291193513 * ss - 2.2204460492503131e-16);
27basisGradient[17] = 0;
28basisGradient[18] =
29 1.0758287072798378 * ss * (2 * rr - 0.7745966692414834) * (0.6454972243679028 * ss + 0.5);
30basisGradient[19] =
31 rr * (rr - 0.7745966692414834) * (1.3888888888888886 * ss + 0.53791435363991891);
32basisGradient[20] = 0;
33basisGradient[21] =
34 ss * (-4.3033148291193513 * rr - 2.2204460492503131e-16) * (0.6454972243679028 * ss + 0.5);
35basisGradient[22] = (rr - 0.7745966692414834) * (1.2909944487358056 * rr + 1.0) *
36 (-2.1516574145596756 * ss - 0.83333333333333326);
37basisGradient[23] = 0;
38basisGradient[24] =
39 ss * (2.1516574145596756 * rr + 0.83333333333333326) * (0.6454972243679028 * ss + 0.5);
40basisGradient[25] =
41 rr * (0.6454972243679028 * rr + 0.5) * (2.1516574145596756 * ss + 0.83333333333333326);
42basisGradient[26] = 0;
basisGradient[0]