| 215 | double detJ = 0.0; |
| 216 | |
| 217 | void calculate(const ASDShellQ4LocalCoordinateSystem& CS, const Matrix& dN) |
| 218 | { |
| 219 | // jacobian |
| 220 | J(0, 0) = dN(0, 0) * CS.X1() + dN(1, 0) * CS.X2() + dN(2, 0) * CS.X3() + dN(3, 0) * CS.X4(); |
| 221 | J(1, 0) = dN(0, 0) * CS.Y1() + dN(1, 0) * CS.Y2() + dN(2, 0) * CS.Y3() + dN(3, 0) * CS.Y4(); |
| 222 | J(0, 1) = dN(0, 1) * CS.X1() + dN(1, 1) * CS.X2() + dN(2, 1) * CS.X3() + dN(3, 1) * CS.X4(); |
| 223 | J(1, 1) = dN(0, 1) * CS.Y1() + dN(1, 1) * CS.Y2() + dN(2, 1) * CS.Y3() + dN(3, 1) * CS.Y4(); |
| 224 | |
| 225 | // determinant |
| 226 | detJ = J(0, 0) * J(1, 1) - J(1, 0) * J(0, 1); |
| 227 | double mult = 1.0 / detJ; |
| 228 | |
| 229 | // inv(jacobian) |
| 230 | invJ(0, 0) = J(1, 1) * mult; |
| 231 | invJ(1, 1) = J(0, 0) * mult; |
| 232 | invJ(0, 1) = -J(0, 1) * mult; |
| 233 | invJ(1, 0) = -J(1, 0) * mult; |
| 234 | } |
| 235 | |
| 236 | }; |
| 237 | |