Crates.io | geo-booleanop |
lib.rs | geo-booleanop |
version | 0.3.2 |
source | src |
created_at | 2019-01-15 13:13:42.022324 |
updated_at | 2020-06-27 06:05:47.209038 |
description | Rust implementation of the Martinez-Rueda Polygon Clipping Algorithm |
homepage | |
repository | https://github.com/21re/rust-geo-booleanop |
max_upload_size | |
id | 108675 |
size | 102,678 |
This is an implementation of the Martinez-Rueda Polygon Clipping Algorithm in rust to integrate smoothly into the already exsting geospatial library georust/geo.
In fact the implementation closely follows the "reference" implementation in JavaScript: https://github.com/w8r/martinez. Most of the concepts and fixtures have been taken from there.
At the moment the implementation contains its own splay tree implementation (adapted from https://github.com/alexcrichton/splay-rs) as the JavaScript implementation also uses a splay-tree. This might be refactored out in the future in favor of the standard collection types (like BTreeSet).
Please be aware (so far) this implementation is based on the JavaScript version. If you find a bug (i.e. two polygons not producing the expected result), chances are that the original algorithm has the same problem. So please first check with https://github.com/w8r/martinez and file a report there. Once there is a fix I will happily backport it to the rust version.
If you do not know how to do that (You understand rust but not javascript? ... I mean ... seriously?), you may take a look at this example: https://gist.github.com/untoldwind/e95b7eff8ad61527a5dc4bdd889169b0
I.e. just create package.json
, ìnsert your example coordinates in main.js
and then do npm install
followed by node main.js
Pretty straightforward:
geo-booleanop = "0.2.1"
extern create geo;
extern crate geo_booleanop;
use geo_booleanop::boolean::BooleanOp;
fn main() {
let poly1 : geo::Polygon<f64> = ...
let poly2 : geo::Polygon<f64> = ...
let intersect = poly1.intersection(&poly2);
let union = poly1.union(&poly2);
let diff = poly1.difference(&poly2);
let xor = poly1.xor(&poly2);
...
}
MultiPolygon is supported as well.