Optimizations of three-dimensional (3D) geometry

摘要

A computer can identify discrete objects within a 3D geometry in a vector-based format. The computer can compare a spatial property of each of the discrete objects against an established spatial range. From the comparing, the computer can determining that a set of the discrete objects have a spatial property within the spatial range. The computer can omit the discrete objects from the 3D geometry as a group to create an altered 3D geometry. The computer can submit the altered 3D geometry to a render engine for display. The number of polygons in the altered 3D geometry is less than the number of polygon faces in the 3D geometry.

主权项

1. A method, comprising:
identifying, by one or more processors, discrete objects within an initially provided for three-dimensional (3D) geometry in a vector-based format; comparing, by the one or more processors, a spatial property of each of the discrete objects against an established spatial range based on a comparison to a determined characteristic using at least one 3D geometry factor; determining, by the one or more processors, that a plurality of the discrete objects have a spatial property within the spatial range; omitting, by the one or more processors, the discrete objects from the 3D geometry as a group to create an altered 3D geometry; and submitting, by the one or more processors, the altered 3D geometry to a rendering engine for display, wherein a number of polygons in the altered 3D geometry is less than the number of polygon faces in the 3D geometry.