GeoUtils

Spherical geometry utility class for WME scripts

لا ينبغي أن لا يتم تثبيت هذا السكريت مباشرة. هو مكتبة لسكبتات لتشمل مع التوجيه الفوقية // @require https://update.greasyfork.org/scripts/571719/1785947/GeoUtils.js

You will need to install an extension such as Tampermonkey, Greasemonkey or Violentmonkey to install this script.

You will need to install an extension such as Tampermonkey to install this script.

You will need to install an extension such as Tampermonkey or Violentmonkey to install this script.

You will need to install an extension such as Tampermonkey or Userscripts to install this script.

You will need to install an extension such as Tampermonkey to install this script.

You will need to install a user script manager extension to install this script.

(I already have a user script manager, let me install it!)

You will need to install an extension such as Stylus to install this style.

You will need to install an extension such as Stylus to install this style.

ستحتاج إلى تثبيت إضافة مثل Stylus لتثبيت هذا النمط.

ستحتاج إلى تثبيت إضافة لإدارة أنماط المستخدم لتتمكن من تثبيت هذا النمط.

ستحتاج إلى تثبيت إضافة لإدارة أنماط المستخدم لتثبيت هذا النمط.

ستحتاج إلى تثبيت إضافة لإدارة أنماط المستخدم لتثبيت هذا النمط.

(لدي بالفعل مثبت أنماط للمستخدم، دعني أقم بتثبيته!)

المؤلف
Anton Shevchuk
الإصدار
0.0.1
تم إنشاؤه
29-03-2026
تم تحديثه
29-03-2026
الحجم
5.2 KB
الترخيص
MIT

GeoUtils

Spherical geometry utility class for WME (Waze Map Editor) userscripts.

Provides geodesic calculations on a spherical Earth model: bearings, angles, Haversine distances, destination points, and great-circle intersections. All coordinates use [longitude, latitude] order in degrees.

Usage

Load via @require in a userscript header:

// @require  https://greasyfork.org/scripts/.../GeoUtils.user.js

Then use the global GeoUtils class:

const bearing = GeoUtils.getBearing([30.52, 50.45], [-0.13, 51.51]);
const distance = GeoUtils.getDistance([30.52, 50.45], [-0.13, 51.51]);

API

Method Description
getBearing(pA, pB) Initial bearing from pA to pB (0-360)
findAngle(p1, p2, p3) Interior angle at vertex p2 (0-180)
getDistance(pA, pB) Distance in meters (Haversine)
getAngularDistance(pA, pB) Distance in radians
getDestination(point, bearing, distRad) Point at given bearing and angular distance
findIntersection(pA, pB, pC, angle) Point on line AB making given angle with C
findRightAngleIntersection(pA, pB, pC) Perpendicular foot from C onto line AB

Development

npm install
npm run build
npm test

Links

Author homepage: https://anton.shevchuk.name/
Author pet projects: https://hohli.com/
Support author: https://donate.hohli.com/