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etymologie

Wat (wie) is constructive solid geometry - definitie

Constructive solid geometry

PROCEDURAL MODELING TECHNIQUE THAT DEFINES COMPLEX OBJECTS AS COMBINATIONS OF SIMPLER OBJECTS

Constructive Solid Geometry; CSG operations; CSG shape; CSG models; Boolean operations in computer-aided design; Wikipedia talk:Articles for creation/Boolean Operations (CAD); Boolean Operations (CAD); Applications of constructive solid geometry

Constructive solid geometry (CSG; formerly called computational binary solid geometry) is a technique used in solid modeling. Constructive solid geometry allows a modeler to create a complex surface or object by using Boolean operators to combine simpler objects,, potentially generating visually complex objects by combining a few primitive ones..

https://en.wikipedia.org/wiki/Constructive_solid_geometry

constructive solid geometry

PROCEDURAL MODELING TECHNIQUE THAT DEFINES COMPLEX OBJECTS AS COMBINATIONS OF SIMPLER OBJECTS

Constructive Solid Geometry; CSG operations; CSG shape; CSG models; Boolean operations in computer-aided design; Wikipedia talk:Articles for creation/Boolean Operations (CAD); Boolean Operations (CAD); Applications of constructive solid geometry

<graphics> (CSG) A method for describing the geometry of complex scenes by applying set operations to primitive objects. See also CSG-tree. [What operations? What objects?] (1998-06-09)

Stereometry

$Examples of ellipsoids with equation <math>{x^2 \over a^2}+{y^2 \over b^2}+{z^2 \over c^2}=1:</math><br /> ''[[sphere]]'' (top, a=b=c=4),<br /> ''[[spheroid]]'' (bottom left, a=b=5, c=3),<br /> ''tri-axial'' ellipsoid (bottom right, a=4.5, b=6, c=3)$

GEOMETRY OF THREE-DIMENSIONAL EUCLIDEAN SPACE

Stereometry; Geometric solid; Solid Geometry; Three-dimensional geometry; Solid (geometry); Three dimensional geometry; Solid figure; Solid mensuration; Three-dimensional figure; Solid object; 3D geometry; 3d geometry; 3D shape; Solid figures; 3D figure; 3D Shapes; Solid shape; Solid (mathematics); 3D object; Three-dimensional object

·noun The art of measuring and computing the cubical contents of bodies and figures;

- distinguished from planimetry.