Trait gut::mesh::topology::ElementIndex

pub trait ElementIndex<T>: Copy + Clone + PartialEq + PartialOrd + Eq + Ord + From<T> + Into<T> + Add<Output = Self> + Add<T, Output = Self> + Sub<Output = Self> + Sub<T, Output = Self> + Mul<T, Output = Self> + Div<T, Output = Self> + Rem<T, Output = Self> { }

The general structure of all types of mesh topologies is the mapping from one mesh component (like a face) to another (like a vertex). One may implement any data layout convenient for them but the interface shall remain the same. In 3D a mesh can consist of: cells (3D volumes), faces (2D surfaces), edges (1D curves) and vertices (0D points) Topology defines the mapping between each of these components This trait identifies all indices that identify a particular element in a mesh, whether it is a vertex or a triangle, or even a connectivity between triangles and vertices like a triangle-vertex.

Implementors

impl ElementIndex<usize> for CellEdgeIndex

impl ElementIndex<usize> for CellFaceIndex

impl ElementIndex<usize> for CellIndex

impl ElementIndex<usize> for CellVertexIndex

impl ElementIndex<usize> for EdgeCellIndex

impl ElementIndex<usize> for EdgeFaceIndex

impl ElementIndex<usize> for EdgeIndex

impl ElementIndex<usize> for EdgeVertexIndex

impl ElementIndex<usize> for FaceCellIndex

impl ElementIndex<usize> for FaceEdgeIndex

impl ElementIndex<usize> for FaceIndex

impl ElementIndex<usize> for FaceVertexIndex

impl ElementIndex<usize> for MeshIndex

impl ElementIndex<usize> for VertexCellIndex

impl ElementIndex<usize> for VertexEdgeIndex

impl ElementIndex<usize> for VertexFaceIndex

impl ElementIndex<usize> for VertexIndex

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