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| author | godosa <godosa@godosa.eu> | 2026-10-07 00:14:38 +0200 |
|---|---|---|
| committer | godosa <godosa@godosa.eu> | 2026-10-07 00:14:38 +0200 |
| commit | 3443c1c65e9f1753e1e656b35d08416c1fa298f2 (patch) | |
| tree | 4e43236f460145a4d75d1b4616dcb7aa6ef08f51 /viewer/js/riverlod.js | |
| download | worldmap-viewer-3443c1c65e9f1753e1e656b35d08416c1fa298f2.tar.gz worldmap-viewer-3443c1c65e9f1753e1e656b35d08416c1fa298f2.zip | |
worldmap-viewer: initial public history
Diffstat (limited to 'viewer/js/riverlod.js')
| -rw-r--r-- | viewer/js/riverlod.js | 32 |
1 files changed, 32 insertions, 0 deletions
diff --git a/viewer/js/riverlod.js b/viewer/js/riverlod.js new file mode 100644 index 0000000..0581f1d --- /dev/null +++ b/viewer/js/riverlod.js @@ -0,0 +1,32 @@ +// riverlod.js — which river orders the rivers overlay draws at a scale: those whose rivers lie far enough apart on +// screen not to merge into a blue sheet. First-order channels lie about one cell step apart; order k's are as much +// farther apart as their total length is shorter (rivers are lines: spacing ≈ area / length). +import { distanceKm } from './geo.js'; + +export const MIN_GAP_PX = 8; + +export function cellSpacingKm(res, radiusKm) { // mean distance between H3 cell centres at a resolution + return Math.sqrt((4 * Math.PI * radiusKm ** 2) / (2 + 120 * 7 ** res)); +} + +export function riverStats(fc) { // {length: {order: total km}} from rivers.geojson + const length = {}; + for (const f of fc.features ?? []) { + const o = f.properties?.order ?? 1, c = f.geometry?.coordinates ?? []; + let km = 0; + for (let i = 1; i < c.length; i++) { + km += distanceKm({ lat: c[i - 1][1], lon: c[i - 1][0] }, { lat: c[i][1], lon: c[i][0] }); + } + length[o] = (length[o] ?? 0) + km; + } + return { length }; +} + +export function riverMinOrder(kmPerPx, { length }, cellKm, minGap = MIN_GAP_PX) { + const orders = Object.keys(length).map(Number).filter(k => length[k] > 0).sort((a, b) => a - b); + if (!orders.length) return 1; + if (!(kmPerPx > 0) || !Number.isFinite(kmPerPx)) return orders.at(-1); + const l1 = length[orders[0]]; + for (const k of orders) if ((cellKm * l1) / length[k] >= minGap * kmPerPx) return k; + return orders.at(-1); // whole planet: just the biggest +} |
