angular-3d-viewer
Version:
65 lines (57 loc) • 1.77 kB
JavaScript
import { CrossVector3D, SubCoord3D } from '../geometry/coord3d.js';
import { Transformation } from '../geometry/transformation.js';
export const MeshType =
{
Empty : 0,
TriangleMesh : 1
};
export function GetMeshType (mesh)
{
if (mesh.TriangleCount () > 0) {
return MeshType.TriangleMesh;
}
return MeshType.Empty;
}
export function CalculateTriangleNormal (v0, v1, v2)
{
let v = SubCoord3D (v1, v0);
let w = SubCoord3D (v2, v0);
let normal = CrossVector3D (v, w);
normal.Normalize ();
return normal;
}
export function TransformMesh (mesh, transformation)
{
if (transformation.IsIdentity ()) {
return;
}
for (let i = 0; i < mesh.VertexCount (); i++) {
let vertex = mesh.GetVertex (i);
let transformed = transformation.TransformCoord3D (vertex);
vertex.x = transformed.x;
vertex.y = transformed.y;
vertex.z = transformed.z;
}
if (mesh.NormalCount () > 0) {
let normalMatrix = transformation.GetMatrix ().InvertTranspose ();
if (normalMatrix !== null) {
let normalTransformation = new Transformation (normalMatrix);
for (let i = 0; i < mesh.NormalCount (); i++) {
let normal = mesh.GetNormal (i);
let transformed = normalTransformation.TransformCoord3D (normal);
normal.x = transformed.x;
normal.y = transformed.y;
normal.z = transformed.z;
}
}
}
}
export function FlipMeshTrianglesOrientation (mesh)
{
for (let i = 0; i < mesh.TriangleCount (); i++) {
let triangle = mesh.GetTriangle (i);
let tmp = triangle.v1;
triangle.v1 = triangle.v2;
triangle.v2 = tmp;
}
}