booleans
modeling/booleans
所有形状(基本图元或运算结果)均可传入布尔函数以执行逻辑运算,例如从板材上挖去一个孔。在任何情况下,该函数仅返回运算结果,绝不会修改原始形状。
Example
const { intersect, subtract, union } = require('@jscad/modeling').booleans
modeling/booleans.intersect(...geometries)
返回一个新的几何图形,表示同时处于第一个几何图形与所有后续几何图形中的空间。传入的几何图形应属于同一类型,即 geom2 或 geom3。
Kind: static method of modeling/booleans
Returns: geom2 ⎮ geom3 - a new geometry
| Param | Type | Description |
|---|---|---|
| ...geometries | Object | list of geometries |
Example
let myshape = intersect(cube({size: 5}), cube({size: 5, center: [3,3,3]}))
Example
+-------+
| |
| A |
| +--+----+ = +--+
+----+--+ | +--+
| B |
| |
+-------+
modeling/booleans.scission(...objects)
将给定的几何图形拆解(分割)为其组成部分。
注意:目前仅支持三维几何图形。
Kind: static method of modeling/booleans
Returns: Array - list of pieces from each geometry
| Param | Type | Description |
|---|---|---|
| ...objects | Object | list of geometries |
Example
let figure = require('./my.stl')
let pieces = scission(figure)
Example
+-------+ +-------+
| | | |
| +---+ | A +---+
| | +---+ = | | +---+
+---+ | | +---+ | |
+---+ | +---+ |
| | | B |
+-------+ +-------+
modeling/booleans.subtract(...geometries)
返回一个新的几何图形,它表示属于第一个几何图形、但不属于所有后续几何图形的空间部分。
给定的几何图形应属于同一类型,要么是 geom2(二维几何),要么是 geom3(三维几何)。
Kind: static method of modeling/booleans
Returns: geom2 ⎮ geom3 - a new geometry
| Param | Type | Description |
|---|---|---|
| ...geometries | Object | list of geometries |
Example
let myshape = subtract(cuboid({size: 5}), cuboid({size: 5, center: [3,3,3]}))
Example
+-------+ +-------+
| | | |
| A | | |
| +--+----+ = | +--+
+----+--+ | +----+
| B |
| |
+-------+
modeling/booleans.union(...geometries)
返回一个新的几何图形,表示所有给定几何图形所占的总空间。
给定的几何图形必须为同一类型,即 geom2(二维几何) 或 geom3(三维几何)。
Kind: static method of modeling/booleans
Returns: geom2 ⎮ geom3 - a new geometry
| Param | Type | Description |
|---|---|---|
| ...geometries | Object | list of geometries |
Example
let myshape = union(cube({size: 5}), cube({size: 5, center: [3,3,3]}))
Example
+-------+ +-------+
| | | |
| A | | |
| +--+----+ = | +----+
+----+--+ | +----+ |
| B | | |
| | | |
+-------+ +-------+