for every internal face, dot product of the vectors and . I and J are respectively the centers of the first and the second neighboring cell. The vector is the unit vector normal to the face and oriented from the first to the second cell
For every boundary face, dot product between the vectors and . I is the center of the neighboring cell. F is the face center. The vector is the unit vector normal to the face and oriented to the exterior of the domain
vector I'J' for interior faces for every internal face, the three components of the vector , where I' and J' are respectively the orthogonal projections of the neighboring cell centers I and J on a straight line orthogonal to the face and passing through its center
vector II' for interior faces for every boundary face, the three components of the vector . I' is the orthogonal projection of I, center of the neighboring cell, on the straight line perpendicular to the face and passing through its center
vector OF for interior faces for every internal face, the three components of the vector . O is the intersection point between the face and the straight line joining the centers of the two neighboring cells. F is the face center
vector II' for interior faces for every boundary face, the three components of the vector . I' is the orthogonal projection of I, center of the neighboring cell, on the straight line perpendicular to the face and passing through its center
vector I'J' for interior faces for every internal face, the three components of the vector , where I' and J' are respectively the orthogonal projections of the neighboring cell centers I and J on a straight line orthogonal to the face and passing through its center
for every internal face, dot product of the vectors and . I and J are respectively the centers of the first and the second neighboring cell. The vector is the unit vector normal to the face and oriented from the first to the second cell
For every boundary face, dot product between the vectors and . I is the center of the neighboring cell. F is the face center. The vector is the unit vector normal to the face and oriented to the exterior of the domain
vector OF for interior faces for every internal face, the three components of the vector . O is the intersection point between the face and the straight line joining the centers of the two neighboring cells. F is the face center