A script that allows aligning, scaling, and copying POI geometry
// ==UserScript== // @name WME E40 Geometry // @name:uk WME 🇺🇦 E40 Geometry // @name:ru WME 🇺🇦 E40 Geometry // @version 0.8.3 // @description A script that allows aligning, scaling, and copying POI geometry // @description:uk За допомогою цього скрипта ви можете легко змінювати площу та вирівнювати POI // @description:ru Данный скрипт позволяет изменять площадь POI, выравнивать и копировать геометрию // @license MIT License // @author Anton Shevchuk // @namespace https://greasyfork.org/users/227648-anton-shevchuk // @supportURL https://github.com/AntonShevchuk/wme-e40/issues // @match https://*.waze.com/editor* // @match https://*.waze.com/*/editor* // @exclude https://*.waze.com/user/editor* // @icon data:image/png;base64,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 // @grant none // @require https://update.greasyfork.org/scripts/389765/1090053/CommonUtils.js // @require https://update.greasyfork.org/scripts/450160/1691572/WME-Bootstrap.js // @require https://update.greasyfork.org/scripts/450221/1691071/WME-Base.js // @require https://update.greasyfork.org/scripts/450320/1688694/WME-UI.js // // @require https://cdn.jsdelivr.net/npm/@turf/[email protected]/turf.min.js // ==/UserScript== /* jshint esversion: 8 */ /* global require */ /* global $, jQuery */ /* global I18n */ /* global WMEBase, WMEUI, WMEUIHelper */ /* global Container, Settings, SimpleCache, Tools */ /* global Node$1, Segment, Venue, VenueAddress, WmeSDK */ /* global turf */ (function () { 'use strict' // Script name, uses as unique index const NAME = 'E40' // User level required for apply geometry for all entities in the view area const REQUIRED_LEVEL = 2 // Translations const TRANSLATION = { 'en': { title: 'POI Geometry', description: 'Change geometry in the current view area', warning: '⚠️ This option is available for editors with a rank higher than ' + REQUIRED_LEVEL, help: 'You can use the <strong>Keyboard shortcuts</strong> to apply the settings. It\'s more convenient than clicking on the buttons.', orthogonalize: 'Orthogonalize', smooth: 'Smooth', simplify: 'Simplify', scale: 'Scale', rotate: 'Rotate', circle: 'Circle', square: 'Square', copy: 'Copy', about: '<a href="https://greasyfork.org/uk/scripts/388271-wme-e40-geometry">WME E40 Geometry</a>', }, 'uk': { title: 'Геометрія POI', description: 'Змінити геометрію об’єктів у поточному розташуванні', warning: '⚠️ Ця опція доступна лише для редакторів з рангом вищім ніж ' + REQUIRED_LEVEL, help: 'Використовуйте <strong>гарячі клавіши</strong>, це значно швидше ніж використовувати кнопки', orthogonalize: 'Вирівняти', smooth: 'Згладити', simplify: 'Спростити', scale: 'Масштабувати', rotate: 'Повернути', circle: 'Круг', square: 'Квадрат', copy: 'Копіювати', about: '<a href="https://greasyfork.org/uk/scripts/388271-wme-e40-geometry">WME E40 Geometry</a>', }, 'ru': { title: 'Геометрия POI', description: 'Изменить геометрию объектов в текущем расположении', warning: '⚠️ Эта опция доступна для редакторов с рангов выше ' + REQUIRED_LEVEL, help: 'Используйте <strong>комбинации клавиш</strong>, и не надо будет клацать кнопки', orthogonalize: 'Выровнять', smooth: 'Сгладить', simplify: 'Упростить', scale: 'Масштабировать', rotate: 'Повернуть', circle: 'Круг', square: 'Квадрат', copy: 'Копировать', about: '<a href="https://greasyfork.org/uk/scripts/388271-wme-e40-geometry">WME E40 Geometry</a>', } } WMEUI.addTranslation(NAME, TRANSLATION) const STYLE = '.e40 .controls { display: grid; grid-template-columns: repeat(6, 44px); gap: 6px; padding: 0; }' + '.e40 .button-toolbar { display: flex; flex-wrap: wrap; gap: 6px; align-items: center; }' + '.e40 .button-toolbar button.e40 { min-height: 30px; line-height: 25px; margin-bottom: 16px; }' + '.e40 button.e40 { width:44px;margin:0;padding:2px;display:flex;justify-content:center;border:1px solid #eee;cursor:pointer;box-shadow:0 1px 2px rgba(0,0,0,.1);white-space:nowrap;color:#333; flex-wrap: wrap; align-content: center;} ' + '.e40 button.e40:hover { box-shadow:0 2px 8px 0 rgba(0,0,0,.1),inset 0 0 100px 100px rgba(255,255,255,.3) } ' + '.e40 button.e40-M, .e40 button.e40-N, .e40 button.e40-O, .e40 button.e40-P, .e40 button.e40-R, .e40 button.e40-S { min-height: 50px; } ' + '#sidebar p.e40 { width: 100%; }' + '#sidebar p.e40-info { border-top: 1px solid #ccc; color: #777; font-size: x-small; margin-top: 15px; padding-top: 10px; text-align: center; }' + '#sidebar p.e40-warning { color: #f77 }' + '#sidebar p.e40-blue { background-color:#0057B8;color:white;height:32px;text-align:center;line-height:32px;font-size:24px;margin:0; }' + '#sidebar p.e40-yellow { background-color:#FFDD00;color:black;height:32px;text-align:center;line-height:32px;font-size:24px;margin:0; }' WMEUI.addStyle(STYLE) // https://fontawesome.com/v4/icons/ const placeButtons = { A: { title: '<i class="fa fa-circle-thin" aria-hidden="true"></i>', description: I18n.t(NAME).smooth, shortcut: 'S+49', callback: () => smooth() }, B: { title: '<i class="fa fa-square-o" aria-hidden="true"></i>', description: I18n.t(NAME).orthogonalize, shortcut: 'S+50', callback: () => orthogonalize() }, C: { title: '1️⃣ 📐', description: I18n.t(NAME).simplify + ' (tolerance = 0.00001)', shortcut: null, callback: () => simplify(0.00001) }, D: { title: '3️⃣ 📐', description: I18n.t(NAME).simplify + ' (tolerance = 0.00003)', shortcut: null, callback: () => simplify(0.00003) }, E: { title: '5️⃣ 📐', description: I18n.t(NAME).simplify + ' (tolerance = 0.00005)', shortcut: null, callback: () => simplify(0.00005) }, F: { title: '<i class="fa fa-clone" aria-hidden="true"></i>', description: I18n.t(NAME).copy, shortcut: null, callback: () => copyPlaces() }, G: { title: '<i class="fa fa-repeat" aria-hidden="true"></i>', description: I18n.t(NAME).rotate, shortcut: 'S+51', callback: () => enablePolygonRotation() }, H: { title: '<i class="fa fa-expand" aria-hidden="true"></i>', description: I18n.t(NAME).scale, shortcut: 'S+52', callback: () => enablePolygonResize() }, I: { title: '500m²', description: I18n.t(NAME).scale + ' 500m²', shortcut: 'S+53', callback: () => scale(500) }, J: { title: '650m²', description: I18n.t(NAME).scale + ' 650m²', shortcut: 'S+54', callback: () => scale(650) }, K: { title: '650+', description: I18n.t(NAME).scale + ' 650+', shortcut: 'S+55', callback: () => scale(650, true) }, } const pointButtons = { M: { title: '<i class="fa fa-circle-thin fa-2x" aria-hidden="true"></i> 500m²', description: I18n.t(NAME).circle, shortcut: null, callback: () => circle(503, 32) }, N: { title: '<i class="fa fa-circle-thin fa-2x" aria-hidden="true"></i> 650m²', description: I18n.t(NAME).circle, shortcut: null, callback: () => circle(651, 64) }, O: { title: '<i class="fa fa-circle-thin fa-2x" aria-hidden="true"></i> R=20m', description: I18n.t(NAME).circle, shortcut: null, callback: () => circle(1256.64, 64) }, P: { title: '<i class="fa fa-square-o fa-2x" aria-hidden="true"></i> 500m²', description: I18n.t(NAME).square, shortcut: null, callback: () => square(500) }, R: { title: '<i class="fa fa-square-o fa-2x" aria-hidden="true"></i> 650m²', description: I18n.t(NAME).square, shortcut: null, callback: () => square(650) }, S: { title: '<i class="fa fa-square-o fa-2x" aria-hidden="true"></i> 1000m²', description: I18n.t(NAME).square, shortcut: null, callback: () => square(1000) }, } const tabButtons = { A: { title: '<i class="fa fa-square-o" aria-hidden="true"></i>', description: I18n.t(NAME).orthogonalize, callback: () => orthogonalizeAll() }, B: { title: '1️⃣ 📐', description: I18n.t(NAME).simplify, callback: () => simplifyAll(0.00001) }, C: { title: '3️⃣ 📐', description: I18n.t(NAME).simplify, callback: () => simplifyAll(0.00003) }, D: { title: '5️⃣ 📐', description: I18n.t(NAME).simplify, callback: () => simplifyAll(0.00005) }, E: { title: '500+', description: I18n.t(NAME).scale + ' 500m²+', callback: () => scaleAll(500, true) } } class E40 extends WMEBase { constructor (name, tabButtons, placeButtons, pointButtons) { super(name) this.initHelper() this.initTab(tabButtons) this.initPlacePanel(placeButtons) this.initShortcuts(placeButtons) this.initPointPanel(pointButtons) } initHelper() { this.helper = new WMEUIHelper(this.name) } initTab (buttons) { let tab = this.helper.createTab( I18n.t(this.name).title, { sidebar: this.wmeSDK.Sidebar, image: GM_info.script.icon } ) tab.addText('description', I18n.t(this.name).description) if (this.wmeSDK.State.getUserInfo().rank >= REQUIRED_LEVEL) { tab.addButtons(buttons) } else { tab.addText('warning', I18n.t(this.name).warning) } tab.addDiv('text', I18n.t(this.name).help) tab.addText( 'info', '<a href="' + GM_info.scriptUpdateURL + '">' + GM_info.script.name + '</a> ' + GM_info.script.version ) tab.addText('blue', 'made in') tab.addText('yellow', 'Ukraine') tab.inject() } initPlacePanel (buttons) { this.placePanel = this.helper.createPanel( I18n.t(this.name).title ) this.placePanel.addButtons(buttons) } initPointPanel (buttons) { this.pointPanel = this.helper.createPanel( I18n.t(this.name).title ) this.pointPanel.addButtons(buttons) } initShortcuts (buttons) { for (let btn in buttons) { if (buttons.hasOwnProperty(btn)) { let button = buttons[btn] if (button.hasOwnProperty('shortcut')) { let shortcut = { callback: button.callback, description: button.description, shortcutId: this.id + '-' + btn, shortcutKeys: button.shortcut, }; if (shortcut.shortcutKeys && this.wmeSDK.Shortcuts.areShortcutKeysInUse({ shortcutKeys: shortcut.shortcutKeys })) { this.log('Shortcut already in use') shortcut.shortcutKeys = null } this.wmeSDK.Shortcuts.createShortcut(shortcut); } } } } /** * Handler for `place.wme` event * @param {jQuery.Event} event * @param {HTMLElement} element * @param {Venue} model */ onPlace (event, element, model) { if (this.wmeSDK.DataModel.Venues.hasPermissions({ venueId: model.id })) { this.createPlacePanel(event, element) } } /** * Handler for `point.wme` event * @param {jQuery.Event} event * @param {HTMLElement} element * @param {Venue} model */ onPoint (event, element, model) { if (this.wmeSDK.DataModel.Venues.hasPermissions({ venueId: model.id })) { this.createPointPanel(event, element) } } /** * Handler for `venues.wme` event * @param {jQuery.Event} event * @param {HTMLElement} element * @param {Venue[]} models * @return {Null} */ onVenues (event, element, models) { models = models.filter(model => !model.isResidential && this.wmeSDK.DataModel.Venues.hasPermissions({ venueId: model.id })) if (models.length > 0) { if (models[0].geometry.type === 'Polygon') { this.createPlacePanel(event, element) } else { this.createPointPanel(event, element) } } } /** * @param {String[]} except * @return {Venue[]} models */ getAllPlaces(except = []) { let venues = this.getAllVenues(except) return venues.filter(venue => venue.geometry.type === 'Polygon') } /** * @return {Venue[]} models */ getSelectedPlaces() { let venues = this.getSelectedVenues() return venues.filter(venue => venue.geometry.type === 'Polygon') } /** * Create panel with buttons * @param event * @param {HTMLElement} element */ createPlacePanel (event, element) { if (element?.querySelector('div.form-group.e40')) { return } element?.prepend(this.placePanel.html()) this.updateLabel() } /** * Create panel with buttons * @param event * @param {HTMLElement} element */ createPointPanel (event, element) { if (element?.querySelector('div.form-group.e40')) { return } element?.prepend(this.pointPanel.html()) this.updateLabel() } /** * Refresh the panel if something was changed */ refreshPanel () { let venue = this.getSelectedVenue() let element = document.getElementById('venue-edit-general') element?.querySelector('div.form-group.e40')?.remove() if (venue) { if (venue.geometry.type === 'Polygon') { this.createPlacePanel(null, element) } else { this.createPointPanel(null, element) } } } /** * Updated label */ updateLabel () { let places = this.getSelectedVenues() if (places.length === 0) { return } let info = [] for (let i = 0; i < places.length; i++) { let place = places[i] if (place.geometry.type === 'Polygon') { info.push(Math.round(turf.area(place.geometry)) + 'm²') } } let label = I18n.t(NAME).title if (info.length) { label += ' (' + info.join(', ') + ')' } let elm = document.querySelector('div.form-group.e40 wz-label') if (elm) elm.innerText = label } /** * Scale places to X m² * @param {Venue[]} elements * @param {Number} x square meters * @param {Boolean} orMore flag */ scale (elements, x, orMore = false) { this.group('scale ' + (elements.length) + ' element(s) to ' + x + 'm²') let total = 0 for (let i = 0; i < elements.length; i++) { try { let scale = Math.sqrt((x + 5) / turf.area(elements[i].geometry)) if (scale < 1 && orMore) { continue } let geometry = turf.transformScale(elements[i].geometry, scale) this.wmeSDK.DataModel.Venues.updateVenue({ venueId: elements[i].id, geometry }) total++ } catch (e) { this.log('skipped', e) } } this.log(total + ' element(s) was scaled') this.groupEnd() } /** * Orthogonalize place(s) * @param {Venue[]} elements */ orthogonalize (elements) { this.group('orthogonalize ' + (elements.length) + ' element(s)') let total = 0 // skip points for (let i = 0; i < elements.length; i++) { try { let geometry = simplifyPolygon(elements[i].geometry) geometry = normalizeRightAngles(geometry) if (!this.compare(elements[i].geometry.coordinates[0], geometry.coordinates[0])) { this.wmeSDK.DataModel.Venues.updateVenue({ venueId: elements[i].id, geometry }) total++ } } catch (e) { this.log('skipped', e) } } this.log(total + ' element(s) was orthogonalized') this.groupEnd() } /** * Smooth place(s) * @param {Venue[]} elements */ smooth (elements) { this.group('smooth ' + (elements.length) + ' element(s)') let total = 0 for (let i = 0; i < elements.length; i++) { try { let geometry = turf.polygonSmooth(elements[i].geometry).features[0].geometry; if (geometry.coordinates[0].length !== elements[i].geometry.coordinates[0].length) { this.wmeSDK.DataModel.Venues.updateVenue({ venueId: elements[i].id, geometry }) total++ } } catch (e) { this.log('skipped', e) } } this.log(total + ' element(s) was smoothed') this.groupEnd() } /** * Simplify place(s) * @param {Venue[]} elements * @param {Number} tolerance */ simplify (elements, tolerance = 0.00001) { this.group('simplify ' + (elements.length) + ' element(s) with < tolerance=' + tolerance + ' >') let total = 0 for (let i = 0; i < elements.length; i++) { try { let geometry = turf.simplify(elements[i].geometry, { tolerance }) if (geometry.coordinates[0].length !== elements[i].geometry.coordinates[0].length) { this.wmeSDK.DataModel.Venues.updateVenue({ venueId: elements[i].id, geometry }) total++ } } catch (e) { this.log('skipped', e) } } this.log(total + ' element(s) was simplified') this.groupEnd() } /** * Transform the Point to circle place * * @param {Venue[]} elements * @param {Number} area in square meters * @param {Number} steps */ circle (elements, area, steps = 64) { this.group('transform ' + (elements.length) + ' element(s) to circle') let total = 0 for (let i = 0; i < elements.length; i++) { try { let place = elements[i] let geometry = place.geometry if (geometry.type !== 'Point') { geometry = turf.centroid(geometry).geometry } let circle = createCirclePolygon(geometry, area, steps) this.wmeSDK.DataModel.Venues.updateVenue({ venueId: place.id, geometry: circle.geometry }) total++ } catch (e) { this.log('skipped', e) } } this.log(total + ' element(s) was transformed') this.groupEnd() this.wmeSDK.Editing.clearSelection() // select changed elements setTimeout(() => this.wmeSDK.Editing.setSelection({ selection: { ids: elements.map(e => String(e.id)), objectType: 'venue' }}), 100) } /** * Transform the Point(s) to square place * * @param {Venue[]} elements * @param {Number} area in square meters */ square (elements, area) { this.group('transform ' + (elements.length) + ' element(s) to square') let total = 0 for (let i = 0; i < elements.length; i++) { try { let place = elements[i] let geometry = place.geometry if (geometry.type !== 'Point') { geometry = turf.centroid(geometry).geometry } let square = createSquarePolygon(geometry, area) this.wmeSDK.DataModel.Venues.updateVenue({ venueId: place.id, geometry: square.geometry }) total++ } catch (e) { this.log('skipped', e) } } this.log(total + ' element(s) was transformed') this.groupEnd() this.wmeSDK.Editing.clearSelection() // select changed elements setTimeout(() => this.wmeSDK.Editing.setSelection({ selection: { ids: elements.map(e => String(e.id)), objectType: 'venue' }}), 100) } /** * Create copy for place * @param {Venue} venue */ copyPlace (venue) { this.log('created a copy of the POI ' + venue.name) let geometry = turf.transformTranslate(venue.geometry, 0.01, 0.005) let venueId = this.wmeSDK.DataModel.Venues.addVenue( { category: venue.categories[0], geometry: geometry } ) let newVenue = { // isAdLocked: venue.isAdLocked, // isResidential: venue.isResidential, name: venue.name + ' (copy)', venueId: String(venueId), } this.wmeSDK.DataModel.Venues.updateVenue(newVenue) let address = E40Instance.wmeSDK.DataModel.Venues.getAddress( { venueId: venue.id } ) if (address?.street?.id) { this.wmeSDK.DataModel.Venues.updateAddress( { venueId: String(venueId), streetId: address.street.id, } ) } } /** * Compare two polygons point-by-point * * @param {Array} coordinates1 * @param {Array} coordinates2 * @return boolean */ compare (coordinates1, coordinates2) { if (coordinates1.length !== coordinates2.length) { return false } for (let i = 0; i < coordinates1.length; i++) { if (Math.abs(coordinates1[i][0] - coordinates2[i][0]) > .00001 || Math.abs(coordinates1[i][1] - coordinates2[i][1]) > .00001) { return false } } return true } } let E40Instance $(document).on('bootstrap.wme', () => { E40Instance = new E40(NAME, tabButtons, placeButtons, pointButtons) E40Instance.wmeSDK.Events.trackDataModelEvents({ dataModelName: "venues" }) E40Instance.wmeSDK.Events.on({ eventName: "wme-data-model-objects-changed", eventHandler: ({dataModelName, objectIds}) => { // console.log(dataModelName) // console.log(objectIds) E40Instance.refreshPanel() } }); }) /** * Scale selected place(s) to X m² * @param {Number} x square meters * @param {Boolean} orMore flag * @return {boolean} */ function scale (x, orMore = false) { E40Instance.scale(E40Instance.getSelectedPlaces(), x, orMore) return false } /** * Scale all places in the editor area to X m² * @param {Number} x square meters * @param {Boolean} orMore flag * @return {boolean} */ function scaleAll (x = 650, orMore = true) { E40Instance.scale(E40Instance.getAllPlaces(), x, orMore) return false } /** * Orthogonalize selected place(s) * @return {boolean} */ function orthogonalize () { E40Instance.orthogonalize( E40Instance.getSelectedPlaces() ) return false } /** * Orthogonalize all places in the editor area * @return {boolean} */ function orthogonalizeAll () { // skip parking, natural and outdoors // TODO: make options for filters E40Instance.orthogonalize( E40Instance.getAllPlaces(['OUTDOORS', 'PARKING_LOT', 'NATURAL_FEATURES']) ) return false } /** * Smooth selected place(s) * @return {boolean} */ function smooth () { E40Instance.smooth( E40Instance.getSelectedPlaces() ) return false } /** * Simplify selected place(s) * @param {Number} tolerance * @return {boolean} */ function simplify (tolerance = 0.00001) { E40Instance.simplify( E40Instance.getSelectedPlaces(), tolerance ) return false } /** * Simplify all places in the editor area * @param {Number} tolerance * @return {boolean} */ function simplifyAll (tolerance = 0.00001) { // skip parking, natural and outdoors E40Instance.simplify( E40Instance.getAllPlaces(['OUTDOORS', 'PARKING_LOT', 'NATURAL_FEATURES']), tolerance ) return false } /** * Transform the Point to circle place * @param {Number} area in square meters * @param {Number} steps */ function circle (area, steps = 64) { E40Instance.circle( E40Instance.getSelectedVenues(), area, steps ) return false } /** * Transform the Point to square place * @param {Number} area in square meters */ function square (area) { E40Instance.square( E40Instance.getSelectedVenues(), area ) return false } /** * Copy selected places * Last of them will be chosen */ function copyPlaces () { let venues = E40Instance.getSelectedPlaces() for (let i = 0; i < venues.length; i++) { E40Instance.copyPlace(venues[i]) } } /** * wmeSDK.Map.enablePolygonResize() */ function enablePolygonResize () { console.log( '%c' + NAME + ': %cenable resize for Polygon', 'color: #0DAD8D; font-weight: bold', 'color: dimgray; font-weight: normal' ) let places = E40Instance.getSelectedPlaces() if (places.length) { E40Instance.wmeSDK.Map.enablePolygonResize() } } /** * wmeSDK.Map.enablePolygonRotation() */ function enablePolygonRotation() { console.log( '%c' + NAME + ': %cenable rotation for Polygon', 'color: #0DAD8D; font-weight: bold', 'color: dimgray; font-weight: normal' ) let places = E40Instance.getSelectedPlaces() if (places.length) { E40Instance.wmeSDK.Map.enablePolygonRotation() } } /** * Creates a GeoJSON Polygon representing a circle centered at a given point * with a radius calculated from a desired area in square meters. * * @param {object} centerPoint - A GeoJSON Point feature (e.g., turf.point([lon, lat])). * @param {number} areaSqMeters - The desired area of the circle in square meters (m²). * @param {number} [steps=64] - The number of steps/segments to create the circle (higher = smoother). * @returns {object} A GeoJSON Polygon Feature representing the circle. */ function createCirclePolygon(centerPoint, areaSqMeters, steps = 64) { if (centerPoint.type !== 'Point') { throw new Error('Invalid centerPoint: Must be a GeoJSON Point feature.'); } if (typeof areaSqMeters !== 'number' || areaSqMeters <= 0) { throw new Error('Invalid areaSqMeters: Must be a positive number.'); } // 1. Calculate the required radius (R) from the Area (A) // The formula for the area of a circle is: A = π * R² // Rearranging for the radius: R = sqrt(A / π) const radiusMeters = Math.sqrt(areaSqMeters / Math.PI); // 2. Convert the radius from meters to kilometers (Turf.js default unit) const radiusKilometers = radiusMeters / 1000; // 3. Use turf.circle to create the polygon return turf.circle(centerPoint, radiusKilometers, { steps: steps, units: 'kilometers' // Explicitly set units, though it's the default }); } /** * Creates a GeoJSON Polygon representing a square centered at a given point * with a side length calculated from a desired area in square meters. * * @param {object} centerPoint - A GeoJSON Point feature (e.g., turf.point([lon, lat])). * @param {number} areaSqMeters - The desired area of the square in square meters (m²). * @returns {object} A GeoJSON Polygon Feature representing the square. */ function createSquarePolygon(centerPoint, areaSqMeters) { if (centerPoint.type !== 'Point') { throw new Error('Invalid centerPoint: Must be a GeoJSON Point feature.'); } if (typeof areaSqMeters !== 'number' || areaSqMeters <= 0) { throw new Error('Invalid areaSqMeters: Must be a positive number.'); } // 1. Calculate the required Side Length (S) from the Area (A) // The formula for the area of a square is: A = S² // Rearranging for the side length: S = sqrt(A) const sideLengthMeters = Math.sqrt(areaSqMeters); // 2. Calculate the distance from the center to any edge of the square // This is half the side length: HalfSide = S / 2 const halfSideMeters = sideLengthMeters / 2; // 3. Since Turf.js typically handles distances in kilometers, convert the half-side. const halfSideKilometers = halfSideMeters / 1000; // 4. Calculate the bounding box (bbox) coordinates // We can use a combination of `turf/destination` or, more simply for a centered square, // manually calculate the offsets using Turf's distance handling for min/max coordinates. // However, a simpler approach is to calculate the bounding box for the square's corners. // A centered square's extent is defined by its center coordinates +/- (half-side in distance units). // The `turf/bbox` function is often used to get the extent of a feature, but here we need // to calculate the BBOX based on a distance from the center point. // Calculate the geographic bounding box [west, south, east, north] // Due to the complexities of Earth's curvature, calculating precise coordinates // by simply adding/subtracting distances (especially for large squares) is difficult. // A robust, though slightly over-engineered, way is to use the `turf/buffer` function // to approximate the square's corners. // A simpler approach for small, localized areas is to calculate the min/max coordinates // by using the `turf/transformScale` on a unit square. However, this is more complex. // A common and practical approximation for *small* areas: const [lon, lat] = centerPoint.coordinates; // For simplicity, we'll use an approximation based on latitude/longitude differences. // WARNING: This approximation is only accurate for very small areas or near the equator. // For a highly accurate square, you would use geodesic distance functions (like turf/destination) // to find the four corners based on the center point and the half-side distance. // --- Robust Geodesic Calculation for the Four Corners --- const options = { units: 'kilometers' }; // 45 degrees: Northeast, 135 degrees: Northwest, 225 degrees: Southwest, 315 degrees: Southeast const cornerNE = turf.destination(centerPoint, halfSideKilometers * Math.SQRT2, 45, options); const cornerSW = turf.destination(centerPoint, halfSideKilometers * Math.SQRT2, 225, options); const minLon = cornerSW.geometry.coordinates[0]; const minLat = cornerSW.geometry.coordinates[1]; const maxLon = cornerNE.geometry.coordinates[0]; const maxLat = cornerNE.geometry.coordinates[1]; // The BBOX format is [minX, minY, maxX, maxY] => [west, south, east, north] const calculatedBbox = [minLon, minLat, maxLon, maxLat]; // 5. Use turf.bboxPolygon to create the square polygon from the bounding box return turf.bboxPolygon(calculatedBbox); } /** * Extracts the exterior coordinate ring from a Feature<Polygon> or Polygon geometry object. * @param {object} geojsonObject A GeoJSON Feature<Polygon> or Polygon geometry object. * @returns {Array<Array<number>> | null} The exterior ring, or null on error. */ function getExteriorRing(geojsonObject) { if (geojsonObject.type === "Feature" && geojsonObject.geometry?.type === "Polygon") { return geojsonObject.geometry.coordinates[0]; } else if (geojsonObject.type === "Polygon") { return geojsonObject.coordinates[0]; } console.error("Invalid GeoJSON input: method accepts Feature<Polygon> or Polygon geometry object only."); return null; } /** * Iteratively simplifies a GeoJSON Polygon ring by removing points that form * an angle between 175° and 180° with their neighbors. * @param {object} geojsonObject A GeoJSON Feature<Polygon> or Polygon geometry object. * @returns {object} The simplified GeoJSON Polygon geometry object (type: "Polygon"). */ function simplifyPolygon(geojsonObject) { let ring = getExteriorRing(geojsonObject); if (!ring) return { type: "Polygon", coordinates: [[]] }; let points = [...ring]; const MIN_UNIQUE_POINTS = 4; // A, B, C, A (length 4) means 3 unique points (a triangle) const MIN_ANGLE = 175.0; const MAX_ANGLE = 185.0; let pointsRemoved = 0; let iteration = 0; console.log("--- Starting Polygon Simplification (175° to 185° removal) ---"); while (points.length > MIN_UNIQUE_POINTS) { iteration++; let pointIndexToRemove = -1; // Check points from index 1 up to length - 2. for (let i = 1; i < points.length - 1; i++) { const angle = GeoUtils.findAngle(points[i - 1], points[i], points[i + 1]); if (angle >= MIN_ANGLE && angle <= MAX_ANGLE) { pointIndexToRemove = i; console.log(`[Iter ${iteration}] Found point to remove at index ${i} (${points[i].map(c => c.toFixed(2)).join(', ')}). Angle: ${angle.toFixed(4)}°`); break; // Remove only one point per iteration } } if (pointIndexToRemove !== -1) { points.splice(pointIndexToRemove, 1); pointsRemoved++; // Update the closure point points[points.length - 1] = points[0]; console.log(`[Iter ${iteration}] Point removed. New length: ${points.length}. Unique points remaining: ${points.length - 1}.`); } else { console.log(`[Iter ${iteration}] No point found in the angle range [${MIN_ANGLE}°, ${MAX_ANGLE}°]. Stopping.`); break; } } if (points.length <= MIN_UNIQUE_POINTS) { console.log(`Reached minimum size of 3 unique points (array length ${points.length}). Stopping.`); } console.log(`--- Simplification Finished. Total points removed: ${pointsRemoved} ---`); return { type: "Polygon", coordinates: [points] }; } /** * Moves vertices (P_curr) that form a near-90° angle (85-89.9 or 90.1-95) * to a new position (P'_curr) that forms exactly 90°. * @param {object} geojsonObject A GeoJSON Feature<Polygon> or Polygon geometry object. * @returns {object} The angle-normalized GeoJSON Polygon geometry object. */ function normalizeRightAngles(geojsonObject) { let ring = getExteriorRing(geojsonObject); if (!ring) return { type: "Polygon", coordinates: [[]] }; let points = JSON.parse(JSON.stringify(ring)); // Deep copy to modify let pointsAdjusted = 0; let totalIterations = 0; let changedInPass = true; console.log("--- Starting Angle Normalization (Near 90° adjustment) ---"); // Iterate until no points are adjusted in a full pass while (changedInPass && totalIterations < 10) { // Safety limit for iterations changedInPass = false; totalIterations++; console.log(`[Iter ${totalIterations}] Start`) // Check points from index 1 up to length - 2. for (let i = 1; i < points.length - 1; i++) { const pPrev = points[i - 1]; const pCurr = points[i]; const pNext = points[i + 1]; const angle = GeoUtils.findAngle(pPrev, pCurr, pNext); console.log(`[Point ${i}] Angle:`, angle.toFixed(4)) // Check if the angle is in the target normalization ranges const inRange1 = angle >= 75.0 && angle <= 89.5; const inRange2 = angle >= 90.5 && angle <= 105.0; if (inRange1 || inRange2) { // Round coordinates to 6 decimal places for GeoJSON compatibility points[i] = GeoUtils.findRightAngleIntersection(pPrev, pCurr, pNext) let new_angle = GeoUtils.findAngle(pPrev, points[i], pNext); pointsAdjusted++; changedInPass = true; console.log(`[Point ${i}] Angle ${angle.toFixed(4)}° adjusted to ${new_angle.toFixed(4)}°.`); // The loop continues in the same pass. If points[i] is adjusted, // it affects the angle calculations for P_{i-1} and P_{i+1} in the next passes. } } } // Ensure the closure point is updated after all adjustments points[points.length - 1] = points[0]; console.log(`--- Normalization Finished. Total points adjusted: ${pointsAdjusted} in ${totalIterations} passes. ---`); return { type: "Polygon", coordinates: [points] }; } /** * A utility class for spherical geometry (geodesy). * Assumes points are [longitude, latitude] in degrees. */ class GeoUtils { /** * @param {number} degrees * @return {number} radians * @private */ static _toRadians(degrees) { return degrees * (Math.PI / 180); } /** * @param {number} radians * @return {number} degrees * @private */ static _toDegrees(radians) { return radians * (180 / Math.PI); } /** * Normalizes an angle to the range -180 to +180 degrees. * * @param {number} degrees * @return {number} degrees */ static _normalizeAngle(degrees) { return (degrees + 540) % 360 - 180; } /** * Calculates the initial bearing from pA to pB. * * @param {[number,number]} pA - [lon, lat] of start point. * @param {[number,number]} pB - [lon, lat] of end point. * @returns {number} Initial bearing in degrees (0-360). */ static getBearing(pA, pB) { const latA = GeoUtils._toRadians(pA[1]); const lonA = GeoUtils._toRadians(pA[0]); const latB = GeoUtils._toRadians(pB[1]); const lonB = GeoUtils._toRadians(pB[0]); const deltaLon = lonB - lonA; const y = Math.sin(deltaLon) * Math.cos(latB); const x = Math.cos(latA) * Math.sin(latB) - Math.sin(latA) * Math.cos(latB) * Math.cos(deltaLon); const bearingRad = Math.atan2(y, x); // Convert from -180/+180 to 0-360 return (GeoUtils._toDegrees(bearingRad) + 360) % 360; } /** * Calculates the interior angle at vertex p2. * * @param {[number,number]} p1 * @param {[number,number]} p2 * @param {[number,number]} p3 */ static findAngle(p1, p2, p3) { const bearing21 = GeoUtils.getBearing(p2, p1); const bearing23 = GeoUtils.getBearing(p2, p3); let angle = Math.abs(bearing21 - bearing23); if (angle > 180) { angle = 360 - angle; } return angle; } /** * Calculate the approximate distance between two coordinates (lat/lon) * * @param {[number,number]} pA - [lon, lat] of start point. * @param {[number,number]} pB - [lon, lat] of end point. * @return {number} The distance in meters. */ static getDistance (pA, pB) { return GeoUtils.getAngularDistance(pA, pB) * 6371000 } /** * Calculates the angular distance between two points using the Haversine formula. * * @param {[number,number]} pA - [lon, lat] of start point. * @param {[number,number]} pB - [lon, lat] of end point. * @returns {number} The angular distance in radians. */ static getAngularDistance(pA, pB) { const latA = GeoUtils._toRadians(pA[1]); const lonA = GeoUtils._toRadians(pA[0]); const latB = GeoUtils._toRadians(pB[1]); const lonB = GeoUtils._toRadians(pB[0]); const deltaLat = latB - latA; const deltaLon = lonB - lonA; const a = Math.sin(deltaLat / 2) * Math.sin(deltaLat / 2) + Math.cos(latA) * Math.cos(latB) * Math.sin(deltaLon / 2) * Math.sin(deltaLon / 2); // c is the angular distance in radians return 2 * Math.atan2(Math.sqrt(a), Math.sqrt(1 - a)); } /** * Calculates the destination point given a start point, bearing, and distance. * @param {[number,number]} startPoint - [lon, lat] of start point. * @param {number} bearing - Bearing in degrees (0-360). * @param {number} distanceRad - Angular distance in radians. * @returns {number[]} The destination point [lon, lat] in degrees. */ static getDestination(startPoint, bearing, distanceRad) { const lat1 = GeoUtils._toRadians(startPoint[1]); const lon1 = GeoUtils._toRadians(startPoint[0]); const brng = GeoUtils._toRadians(bearing); const d = distanceRad; const lat2 = Math.asin( Math.sin(lat1) * Math.cos(d) + Math.cos(lat1) * Math.sin(d) * Math.cos(brng) ); const lon2 = lon1 + Math.atan2( Math.sin(brng) * Math.sin(d) * Math.cos(lat1), Math.cos(d) - Math.sin(lat1) * Math.sin(lat2) ); // Normalize longitude to -180 to +180 const lon2Deg = GeoUtils._toDegrees(lon2); const lat2Deg = GeoUtils._toDegrees(lat2); return [(lon2Deg + 540) % 360 - 180, lat2Deg]; } /** * Finds the intersection of two great-circle paths. * Path 1: Defined by p1 and p2. * Path 2: Defined by p3 and an internal angle at p3. * * @param {[number,number]} p1 - First point of Line 1 [lon, lat]. * @param {[number,number]} p2 - Second point of Line 1 [lon, lat]. * @param {[number,number]} p3 - Start point of Line 2 [lon, lat]. * @param {number} angle - The SIGNED internal angle at p2 (in degrees). * @returns {[number,number] | null} The intersection point [lon, lat], or null if lines are parallel. */ static findIntersection(p1, p2, p3, angle) { // 1. Define the triangle P1-P3-X (A-C-B) // A = p1, C = p3, B = X (intersection) // 2. Find known bearings const brng1_2 = GeoUtils.getBearing(p1, p2); // Bearing of Line 1 const brng1_3 = GeoUtils.getBearing(p1, p3); // Bearing from p1 to p3 // 3. Calculate internal angles A (at p1) and C (at p3) const angleA = GeoUtils._normalizeAngle(brng1_2 - brng1_3); const angleB = angle const angleC = GeoUtils._normalizeAngle(180 - angleA - angleB) // 4. Calculate known side b (angular distance p1-p3) const dist_b = GeoUtils.getAngularDistance(p1, p3); // in radians // Check for parallel lines if (Math.sin(GeoUtils._toRadians(angleA)) === 0 && Math.sin(GeoUtils._toRadians(angleC)) === 0) { return null; // Collinear } // 5. Find internal angle B (at intersection X) using Law of Cosines for angles const angleA_rad = GeoUtils._toRadians(angleA); const angleB_rad = GeoUtils._toRadians(angleB); const angleC_rad = GeoUtils._toRadians(angleC); // 5a. Find internal angle B (at intersection X) using Law of Cosines for angles let cos_B = -Math.cos(angleA_rad) * Math.cos(angleC_rad) + Math.sin(angleA_rad) * Math.sin(angleC_rad) * Math.cos(dist_b); cos_B = Math.max(-1, Math.min(1, cos_B)); // Clamp // angleB_rad = Math.acos(cos_B); // Check for parallel/collinear lines (angleB is 0 or 180) if (Math.abs(Math.sin(angleB_rad)) < 1e-9) { return null; } // 5b. Find side c (distance p1-X) using Law of Cosines (NOT Sines) // cos(c) = (cos(C) + cos(A)cos(B)) / (sin(A)sin(B)) let cos_c = (Math.cos(angleC_rad) + Math.cos(angleA_rad) * cos_B) / (Math.sin(angleA_rad) * Math.sin(angleB_rad)); cos_c = Math.max(-1, Math.min(1, cos_c)); // Clamp const dist_c = Math.acos(cos_c); // This is dist_p1_X in radians // 6. Calculate the final intersection point X // We have start (p1), bearing (brng1_X), and distance (dist_c) return GeoUtils.getDestination(p1, brng1_2, dist_c); } /** * Calculates the coordinates of point D in a right-angled spherical triangle ADC, * using Angle A and the hypotenuse AC. * Triangle ADC has a right angle at D (angle D = 90 deg), * and angle A and side AC are preserved from the original triangle ABC. * * @param {[number,number]} pA - [lon, lat] of point A. * @param {[number,number]} pB - [lon, lat] of point B (used to calculate angle A). * @param {[number,number]} pC - [lon, lat] of point C. * @returns {[number,number]} The coordinates [lon, lat] of point D. */ static findRightAngleIntersection(pA, pB, pC) { // 1. Calculate the required angle at A (angle A_ABC) // The angle at A in triangle ABC is the interior angle at pA. const angleA_deg = GeoUtils.findAngle(pB, pA, pC); const angleA_rad = GeoUtils._toRadians(angleA_deg); // 2. Calculate the common side AC (side 'b' in spherical triangle ADC) // This is the hypotenuse of the right triangle ADC. const distAC_rad = GeoUtils.getAngularDistance(pA, pC); // 3. Use Napier's Rules to find side 'c' (distance AD) // In right triangle ADC: D = 90 deg, angle A is known, hypotenuse b (AC) is known. // We want to find side 'c' (distance AD), which is adjacent to angle A. // The correct spherical formula relating adjacent side 'c', hypotenuse 'b', and angle 'A' is: // cos(A) = tan(c) / tan(b) // Therefore, tan(c) = cos(A) * tan(b) // Where: // c = distAD_rad (unknown side) // b = distAC_rad (hypotenuse) // A = angleA_rad (known angle) const tan_c = Math.cos(angleA_rad) * Math.tan(distAC_rad); const distAD_rad = Math.atan(tan_c); // 4. Determine the bearing from A to D // The bearing from A to D is the bearing from A to C, adjusted by the angle A. const bearingAC_deg = GeoUtils.getBearing(pA, pC); // The bearing A->D must be rotated from A->C such that D forms a right angle with CD. // This requires D to be along the great circle arc that is perpendicular to C->D. // Bearing from A to B const bearingAB_deg = GeoUtils.getBearing(pA, pB); // Calculate the signed difference: bearingAC - bearingAB const angleCAB_raw_diff = GeoUtils._normalizeAngle(bearingAC_deg - bearingAB_deg); let bearingAD_deg; // The point D is found by rotating the bearing A->C away from B, by the interior angle A. if (angleCAB_raw_diff >= 0) { // B is counter-clockwise from AC (left side) // D needs to be on the other side of AC bearingAD_deg = GeoUtils._normalizeAngle(bearingAC_deg - angleA_deg); } else { // B is clockwise from AC (right side) // D needs to be on the other side of AC bearingAD_deg = GeoUtils._normalizeAngle(bearingAC_deg + angleA_deg); } // 5. Calculate the destination point D // Start point: pA // Bearing: bearingAD_deg // Distance: distAD_rad return GeoUtils.getDestination(pA, bearingAD_deg, distAD_rad); } } })()
