@xeokit/xeokit-convert/src/geometryBuilders/buildPlaneGeometry.js

JavaScript utilities to create .XKT files

/**
 * @desc Creates plane-shaped geometry arrays.
 *
 * ## Usage
 *
 * In the example below we'll create an {@link XKTModel}, then create an {@link XKTMesh} with a plane-shaped {@link XKTGeometry}.
 *
 * [[Run this example](http://xeokit.github.io/xeokit-sdk/examples/#geometry_builders_buildPlaneGeometry)]
 *
 * ````javascript
 * const xktModel = new XKTModel();
 *
 * const plane = buildPlaneGeometry({
 *      center: [0,0,0],
 *      xSize: 2,
 *      zSize: 2,
 *      xSegments: 10,
 *      zSegments: 10
 * });
 *
 * const xktGeometry = xktModel.createGeometry({
 *      geometryId: "planeGeometry",
 *      primitiveType: plane.primitiveType, // Will be "triangles"
 *      positions: plane.positions,
 *      normals: plane.normals,
 *      indices: plane.indices
 * });
 *
 * const xktMesh = xktModel.createMesh({
 *      meshId: "redPlaneMesh",
 *      geometryId: "planeGeometry",
 *      position: [-4, -6, -4],
 *      scale: [1, 3, 1],
 *      rotation: [0, 0, 0],
 *      color: [1, 0, 0],
 *      opacity: 1
 * });
 *
 * const xktEntity = xktModel.createEntity({
 *      entityId: "redPlane",
 *      meshIds: ["redPlaneMesh"]
 *  });
 *
 * xktModel.finalize();
 * ````
 *
 * @function buildPlaneGeometry
 * @param {*} [cfg] Configs
 * @param {Number[]} [cfg.center]  3D point indicating the center position.
 * @param {Number} [cfg.xSize=1] Dimension on the X-axis.
 * @param {Number} [cfg.zSize=1] Dimension on the Z-axis.
 * @param {Number} [cfg.xSegments=1] Number of segments on the X-axis.
 * @param {Number} [cfg.zSegments=1] Number of segments on the Z-axis.
 * @returns {Object} Geometry arrays for {@link XKTModel#createGeometry} or {@link XKTModel#createMesh}.
 */
function buildPlaneGeometry(cfg = {}) {

    let xSize = cfg.xSize || 1;
    if (xSize < 0) {
        console.error("negative xSize not allowed - will invert");
        xSize *= -1;
    }

    let zSize = cfg.zSize || 1;
    if (zSize < 0) {
        console.error("negative zSize not allowed - will invert");
        zSize *= -1;
    }

    let xSegments = cfg.xSegments || 1;
    if (xSegments < 0) {
        console.error("negative xSegments not allowed - will invert");
        xSegments *= -1;
    }
    if (xSegments < 1) {
        xSegments = 1;
    }

    let zSegments = cfg.xSegments || 1;
    if (zSegments < 0) {
        console.error("negative zSegments not allowed - will invert");
        zSegments *= -1;
    }
    if (zSegments < 1) {
        zSegments = 1;
    }

    const center = cfg.center;
    const centerX = center ? center[0] : 0;
    const centerY = center ? center[1] : 0;
    const centerZ = center ? center[2] : 0;

    const halfWidth = xSize / 2;
    const halfHeight = zSize / 2;

    const planeX = Math.floor(xSegments) || 1;
    const planeZ = Math.floor(zSegments) || 1;

    const planeX1 = planeX + 1;
    const planeZ1 = planeZ + 1;

    const segmentWidth = xSize / planeX;
    const segmentHeight = zSize / planeZ;

    const positions = new Float32Array(planeX1 * planeZ1 * 3);
    const normals = new Float32Array(planeX1 * planeZ1 * 3);
    const uvs = new Float32Array(planeX1 * planeZ1 * 2);

    let offset = 0;
    let offset2 = 0;

    let iz;
    let ix;
    let x;
    let a;
    let b;
    let c;
    let d;

    for (iz = 0; iz < planeZ1; iz++) {

        const z = iz * segmentHeight - halfHeight;

        for (ix = 0; ix < planeX1; ix++) {

            x = ix * segmentWidth - halfWidth;

            positions[offset] = x + centerX;
            positions[offset + 1] = centerY;
            positions[offset + 2] = -z + centerZ;

            normals[offset + 2] = -1;

            uvs[offset2] = (ix) / planeX;
            uvs[offset2 + 1] = ((planeZ - iz) / planeZ);

            offset += 3;
            offset2 += 2;
        }
    }

    offset = 0;

    const indices = new ((positions.length / 3) > 65535 ? Uint32Array : Uint16Array)(planeX * planeZ * 6);

    for (iz = 0; iz < planeZ; iz++) {

        for (ix = 0; ix < planeX; ix++) {

            a = ix + planeX1 * iz;
            b = ix + planeX1 * (iz + 1);
            c = (ix + 1) + planeX1 * (iz + 1);
            d = (ix + 1) + planeX1 * iz;

            indices[offset] = d;
            indices[offset + 1] = b;
            indices[offset + 2] = a;

            indices[offset + 3] = d;
            indices[offset + 4] = c;
            indices[offset + 5] = b;

            offset += 6;
        }
    }

    return {
        primitiveType: "triangles",
        positions: positions,
        normals: normals,
        uv: uvs,
        uvs: uvs,
        indices: indices
    };
}

export {buildPlaneGeometry};