@bitbybit-dev/manifold-worker/lib/api/cross-section/shapes.d.ts

Bit By Bit Developers Manifold Based CAD Library to Program Geometry Via WebWorker

import { ManifoldWorkerManager } from "../../manifold-worker/manifold-worker-manager";
import * as Inputs from "@bitbybit-dev/manifold/lib/api/inputs";
/**
 * Contains various functions for making shapes Manifold library https://github.com/elalish/manifold
 * Thanks Manifold community for developing this kernel
 */
export declare class CrossSectionShapes {
    private readonly manifoldWorkerManager;
    constructor(manifoldWorkerManager: ManifoldWorkerManager);
    /**
     * Create a 2d cross-section from a set of contours (complex polygons). A
     * boolean union operation (with Positive filling rule by default) is
     * performed to combine overlapping polygons and ensure the resulting
     * CrossSection is free of intersections.
     * @param inputs polygons and fill rule
     * @returns cross section
     * @group base
     * @shortname create
     * @drawable true
     */
    create(inputs: Inputs.Manifold.CreateContourSectionDto): Promise<Inputs.Manifold.CrossSectionPointer>;
    /**
     * Create a 2D square cross section
     * @param inputs Square parameters
     * @returns square cross section
     * @group primitives
     * @shortname square
     * @drawable true
     */
    square(inputs: Inputs.Manifold.SquareDto): Promise<Inputs.Manifold.CrossSectionPointer>;
    /**
     * Create a 2D circle cross section
     * @param inputs Circle parameters
     * @returns circle cross section
     * @group primitives
     * @shortname circle
     * @drawable true
     */
    circle(inputs: Inputs.Manifold.CircleDto): Promise<Inputs.Manifold.CrossSectionPointer>;
    /**
     * Create a 2D rectangle cross section
     * @param inputs Rectangle parameters
     * @returns rectangle cross section
     * @group primitives
     * @shortname rectangle
     * @drawable true
     */
    rectangle(inputs: Inputs.Manifold.RectangleDto): Promise<Inputs.Manifold.CrossSectionPointer>;
}