| <!DOCTYPE html> |
| <html lang="en"> |
| <head> |
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| <meta name="viewport" content="width=device-width, initial-scale=1.0"> |
| <title>Clouds-Decoded Β· Sentinel-2 cloud property retrievals Β· Rain Check β clouds-decoded report</title> |
| <style> |
| * { box-sizing: border-box; margin: 0; padding: 0; } |
| body { font-family: system-ui, sans-serif; background: #111; color: #ddd; } |
| #header { position: relative; padding: 10px 16px 8px; background: #1a1a2e; border-bottom: 1px solid #333; display: flex; flex-direction: column; align-items: center; gap: 7px; flex-shrink: 0; } |
| #header h1 { font-size: 1.5rem; font-weight: 600; letter-spacing: 0.2px; } |
| #brand { display: flex; justify-content: center; align-items: center; } |
| #header-controls { display: flex; align-items: center; gap: 18px; } |
| #daterange { display: flex; align-items: center; gap: 6px; font-size: 0.78rem; color: #888; } |
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| .info-i:hover { background: #1e3050; color: #cfe0f5; } |
| #daterange .dr-label { text-transform: uppercase; letter-spacing: 0.5px; font-size: 0.68rem; color: #667; } |
| #daterange .dr-sep { color: #556; } |
| #daterange input[type=date] { background: #1e1e2e; color: #ccc; border: 1px solid #333; border-radius: 4px; padding: 2px 5px; font-size: 0.75rem; color-scheme: dark; } |
| #daterange input[type=date]:hover { border-color: #4a6fa5; } |
| #date-reset { background: #1e1e2e; color: #999; border: 1px solid #333; border-radius: 4px; padding: 2px 9px; font-size: 0.72rem; cursor: pointer; } |
| #date-reset:hover { background: #2e2e4e; color: #ccc; } |
| #header .meta { font-size: 0.8rem; color: #888; } |
| #logo { position: absolute; left: 16px; top: 10px; height: calc(100% - 18px); width: auto; } |
| #logo2 { position: absolute; right: 16px; top: 10px; height: calc(100% - 18px); width: auto; } |
| #header h1 a { color: inherit; text-decoration: none; } |
| #header h1 a:hover { color: #7eb8f7; text-decoration: underline; } |
| |
| #topbar { position: sticky; top: 0; z-index: 30; background: #111; flex-shrink: 0; } |
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| .chart-i { right: 12px; } |
| |
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| .row-h:hover { border-color: #4a6fa5; } |
| |
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| #map-wrap.grabbing { cursor: grabbing; } |
| #map-inner { position: relative; transform-origin: 0 0; will-change: transform; } |
| #map-bg { display: block; height: 200px; width: auto; } |
| #map-canvas { position: absolute; top: 0; left: 0; pointer-events: auto; } |
| #chart-wrap { flex: 1; min-width: 0; position: relative; } |
| #chart-canvas { display: block; width: 100%; cursor: pointer; } |
| |
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| #tab-bar { border-top: 1px solid #222; } |
| .bar-label { font-size: 0.68rem; text-transform: uppercase; letter-spacing: 0.5px; color: #666; margin-right: 6px; } |
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| .tchk input { margin: 0; cursor: pointer; accent-color: #4a6fa5; } |
| .tchk .tname { cursor: pointer; } |
| .tchk .tname:hover { color: #fff; text-decoration: underline; } |
| .tchk.focused { border-color: #4a6fa5; box-shadow: 0 0 0 1px #4a6fa5 inset; background: #1e3050; } |
| .tchk.focused .tname { color: #7eb8f7; } |
| .tchk .rgn { color: #777; } |
| .tab-dot { width: 8px; height: 8px; border-radius: 50%; flex-shrink: 0; } |
| |
| #scene-panel { display: flex; align-items: flex-start; gap: 10px; padding: 8px; } |
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| #nav-play.playing { background: #2e1e1e; border-color: #664444; color: #ff8a65; } |
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| #scene-info { flex-shrink: 0; width: 160px; font-size: 0.78rem; line-height: 1.7; } |
| #si-date { font-size: 0.95rem; font-weight: 600; color: #7eb8f7; } |
| #si-sub { font-size: 0.68rem; color: #666; margin-top: 1px; word-break: break-all; } |
| #si-stats { margin-top: 6px; color: #aaa; } |
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| #layer-grid { flex: 1; align-self: stretch; display: grid; grid-template-columns: repeat(auto-fill, minmax(175px, 1fr)); gap: 6px; align-content: start; } |
| .layer-thumb { text-align: center; } |
| .layer-thumb.overview { grid-column: 1 / -1; } |
| .layer-thumb.overview img { max-width: 50%; margin: 0 auto; } |
| .layer-thumb img { width: 100%; height: auto; display: block; border: 2px solid #2a2a3a; border-radius: 4px; cursor: pointer; } |
| .layer-thumb img:hover { border-color: #7eb8f7; } |
| .layer-label { font-size: 0.8rem; color: #b9c2cf; font-weight: 600; margin-top: 3px; overflow: hidden; text-overflow: ellipsis; white-space: nowrap; } |
| #progress { font-size: 0.75rem; color: #666; } |
| |
| #lightbox { display: none; position: fixed; inset: 0; background: rgba(0,0,0,0.93); z-index: 100; align-items: center; justify-content: center; } |
| #lightbox.active { display: flex; } |
| #lightbox img { max-width: 95vw; max-height: 95vh; border-radius: 4px; } |
| #lb-close { position: fixed; top: 14px; right: 18px; font-size: 1.8rem; color: #bbb; cursor: pointer; z-index: 101; } |
| </style> |
| </head> |
| <body> |
| <div id="topbar"> |
| <div id="header"> |
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" alt="asterisk labs"> |
| <img id="logo2" 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" alt="clouds decoded"> |
| <div id="brand"> |
| <h1><a href="https://github.com/asterisk-labs/clouds-decoded" target="_blank" rel="noopener">Clouds-Decoded</a> Β· Sentinel-2 cloud property retrievals Β· Rain Check</h1> |
| </div> |
| <div id="header-controls"> |
| <div id="daterange"> |
| <span class="dr-label">Time range</span> |
| <input type="date" id="date-start" title="start date"> |
| <span class="dr-sep">β</span> |
| <input type="date" id="date-end" title="end date"> |
| <button id="date-reset" title="reset to full range">Reset</button> |
| </div> |
| </div> |
| </div> |
|
|
| |
| <div id="tab-bar"> |
| <span class="bar-label">Tiles</span> |
| <span class="info-i" title="Add or remove each tile's line on the time series.">i</span> |
| <div class="tchk" data-tile="T29VMC"><input type="checkbox" data-tile="T29VMC" checked title="show / hide this tile's line on the chart"><span class="tab-dot" style="background:#4fc3f7"></span><span class="tname" data-tile="T29VMC" title="view this tile in the browser below">T29VMC <span class="rgn">(UK)</span></span></div><div class="tchk" data-tile="T30UVA"><input type="checkbox" data-tile="T30UVA" title="show / hide this tile's line on the chart"><span class="tab-dot" style="background:#ffb74d"></span><span class="tname" data-tile="T30UVA" title="view this tile in the browser below">T30UVA <span class="rgn">(UK)</span></span></div><div class="tchk" data-tile="T31UDA"><input type="checkbox" data-tile="T31UDA" title="show / hide this tile's line on the chart"><span class="tab-dot" style="background:#81c784"></span><span class="tname" data-tile="T31UDA" title="view this tile in the browser below">T31UDA <span class="rgn">(UK)</span></span></div><div class="tchk" data-tile="T31VDF"><input type="checkbox" data-tile="T31VDF" title="show / hide this tile's line on the chart"><span class="tab-dot" style="background:#ce93d8"></span><span class="tname" data-tile="T31VDF" title="view this tile in the browser below">T31VDF <span class="rgn">(UK)</span></span></div><div class="tchk" data-tile="T42QYE"><input type="checkbox" data-tile="T42QYE" title="show / hide this tile's line on the chart"><span class="tab-dot" style="background:#ff8a65"></span><span class="tname" data-tile="T42QYE" title="view this tile in the browser below">T42QYE <span class="rgn">(India)</span></span></div><div class="tchk" data-tile="T43PDM"><input type="checkbox" data-tile="T43PDM" title="show / hide this tile's line on the chart"><span class="tab-dot" style="background:#4db6ac"></span><span class="tname" data-tile="T43PDM" title="view this tile in the browser below">T43PDM <span class="rgn">(India)</span></span></div><div class="tchk" data-tile="T44PNB"><input type="checkbox" data-tile="T44PNB" title="show / hide this tile's line on the chart"><span class="tab-dot" style="background:#e57373"></span><span class="tname" data-tile="T44PNB" title="view this tile in the browser below">T44PNB <span class="rgn">(India)</span></span></div><div class="tchk" data-tile="T45QWB"><input type="checkbox" data-tile="T45QWB" title="show / hide this tile's line on the chart"><span class="tab-dot" style="background:#fff176"></span><span class="tname" data-tile="T45QWB" title="view this tile in the browser below">T45QWB <span class="rgn">(India)</span></span></div> |
| </div> |
| <div id="var-bar"> |
| <span class="bar-label">Plots</span> |
| <span class="info-i" title="Choose which cloud-property statistics are plotted over time. The number box next to each variable sets that plot's height in pixels.">i</span> |
| </div> |
| <div id="layer-bar"> |
| <span class="bar-label">Layers</span> |
| <span class="info-i" title="Choose which per-scene retrieval thumbnails appear in the scene browser below.">i</span> |
| </div> |
| </div> |
|
|
| |
| <div id="top-panels"> |
| |
| <div id="map-wrap" title="scroll to zoom Β· drag to pan Β· double-click to reset"> |
| <div id="map-inner"> |
| <img id="map-bg" src="map.png" alt="scene map"> |
| </div> |
| <canvas id="map-canvas"></canvas> |
| <span class="info-i map-i" title="Each dot is one processed scene, coloured by tile; every scene is always shown. Scroll to zoom, drag to pan, double-click to reset. Click a dot to open that scene in the browser below.">i</span> |
| </div> |
| <div id="chart-wrap"> |
| <span class="info-i chart-i" title="Cloud-property statistics over time. Each point is one scene; click a point to open it in the browser below. Lines are coloured by tile β add or remove tiles / variables with the toolbars above.">i</span> |
| <canvas id="chart-canvas"></canvas> |
| </div> |
| </div> |
|
|
| <div id="scene-panel"> |
| <button id="nav-prev">←</button> |
| <button id="nav-play">▶</button> |
| <button id="nav-next">→</button> |
| <select id="speed-select" title="Playback speed"> |
| <option value="2000">0.5Γ</option> |
| <option value="1000" selected>1Γ</option> |
| <option value="500">2Γ</option> |
| <option value="250">4Γ</option> |
| </select> |
| <div id="scene-info"> |
| <div id="si-date"></div> |
| <div id="si-sub"></div> |
| <div id="si-stats"></div> |
| <div class="meta" id="progress"></div> |
| </div> |
| <div id="layer-grid"></div> |
| </div> |
|
|
| <div id="lightbox"> |
| <span id="lb-close">✕</span> |
| <img id="lb-img" src="" alt=""> |
| </div> |
|
|
| <script src="data.js"></script> |
| <script> |
| const SCENES = window.__SCENES; |
| const FIG_BASE = "https://huggingface.co/datasets/asterisk-labs/clouds-decoded-rain-check/resolve/main/figures/"; |
| const layerURL = (s, name) => FIG_BASE ? (FIG_BASE + s.scene_id + '/' + name) : name; |
| const TILE_COLORS = {"T29VMC": "#4fc3f7", "T30UVA": "#ffb74d", "T31UDA": "#81c784", "T31VDF": "#ce93d8", "T42QYE": "#ff8a65", "T43PDM": "#4db6ac", "T44PNB": "#e57373", "T45QWB": "#fff176"}; |
| const MAP_POINTS = window.__MAPPTS; |
| const CHART_VARS = [ |
| { key: 'cloud_frac', label: 'Cloud frac' }, |
| { key: 'tau__mean', label: 'Ο mean' }, |
| { key: 'tau__p050', label: 'Ο p50' }, |
| { key: 'r_eff_liq__p050', label: 'r_eff liq' }, |
| { key: 'r_eff_ice__p050', label: 'r_eff ice' }, |
| { key: 'ice_liq_ratio__mean', label: 'Ice/liq' }, |
| ]; |
| const LAYER_ORDER = ['true_colour', 'cloud_height', 'properties_tau', 'properties_ice_liq_ratio', 'properties_r_eff_liq', 'properties_r_eff_ice']; |
| const LAYER_TITLES = { |
| true_colour: 'True colour', cloud_height: 'Cloud-top height', cloud_mask: 'Cloud mask', |
| ice_composite: 'Ice composite', properties_tau: 'Optical thickness Ο', |
| properties_r_eff_liq: 'Effective radius (liquid)', properties_r_eff_ice: 'Effective radius (ice)', |
| properties_ice_liq_ratio: 'Ice / liquid ratio', properties_uncertainty: 'Retrieval uncertainty', |
| overview: 'Overview', |
| }; |
| const DEFAULT_LAYERS = ['true_colour', 'cloud_height', 'properties_ice_liq_ratio']; |
| |
| |
| const ALL_LAYERS = (function() { |
| const set = new Set(); |
| SCENES.forEach(s => (s.layers || []).forEach(p => set.add(p.split('/').pop().replace('.png', '')))); |
| const rest = [...set].filter(n => n !== 'overview' && !LAYER_ORDER.includes(n)).sort(); |
| const ordered = LAYER_ORDER.filter(n => set.has(n)).concat(rest); |
| if (set.has('overview')) ordered.push('overview'); |
| return ordered; |
| })(); |
| let visibleLayers = new Set(DEFAULT_LAYERS.filter(n => ALL_LAYERS.includes(n))); |
| function prettyLayer(n) { return LAYER_TITLES[n] || n.replace(/_/g, ' ').replace(/^properties /, ''); } |
| |
| |
| (function buildLayerToggles() { |
| const bar = document.getElementById('layer-bar'); |
| if (!bar) return; |
| ALL_LAYERS.forEach(n => { |
| const label = document.createElement('label'); |
| label.className = 'tchk'; |
| label.innerHTML = '<input type="checkbox" data-layer="' + n + '"' + |
| (visibleLayers.has(n) ? ' checked' : '') + '>' + prettyLayer(n); |
| label.querySelector('input').addEventListener('change', e => { |
| if (e.target.checked) visibleLayers.add(n); else visibleLayers.delete(n); |
| showScene(current); |
| }); |
| bar.appendChild(label); |
| }); |
| })(); |
| |
| |
| const SCENE_IDX = {}; |
| SCENES.forEach((s, i) => { SCENE_IDX[s.scene_id] = i; }); |
| |
| |
| const _allT = SCENES.map(s => s.date ? new Date(s.date).getTime() : null).filter(Boolean); |
| const T_MIN_FULL = _allT.reduce((a, b) => b < a ? b : a, Infinity); |
| const T_MAX_FULL = _allT.reduce((a, b) => b > a ? b : a, -Infinity); |
| let dateStart = T_MIN_FULL, dateEnd = T_MAX_FULL; |
| const _isoDay = ts => new Date(ts).toISOString().slice(0, 10); |
| (function initDateRange() { |
| const ds = document.getElementById('date-start'), de = document.getElementById('date-end'); |
| if (!ds || !de) return; |
| ds.min = de.min = _isoDay(T_MIN_FULL); ds.max = de.max = _isoDay(T_MAX_FULL); |
| ds.value = _isoDay(T_MIN_FULL); de.value = _isoDay(T_MAX_FULL); |
| function apply() { |
| dateStart = ds.value ? new Date(ds.value + 'T00:00:00Z').getTime() : T_MIN_FULL; |
| dateEnd = de.value ? new Date(de.value + 'T23:59:59Z').getTime() : T_MAX_FULL; |
| if (dateEnd < dateStart) { const t = dateStart; dateStart = dateEnd; dateEnd = t; } |
| setPlaying(false); current = 0; |
| showScene(0); |
| drawChart(); |
| } |
| ds.onchange = apply; de.onchange = apply; |
| document.getElementById('date-reset').onclick = () => { |
| ds.value = _isoDay(T_MIN_FULL); de.value = _isoDay(T_MAX_FULL); apply(); |
| }; |
| })(); |
| |
| |
| let activeTile = null; |
| let current = 0; |
| |
| function activeScenes() { |
| return SCENES.filter(s => { |
| if (activeTile && s.tile_id !== activeTile) return false; |
| const t = s.date ? new Date(s.date).getTime() : null; |
| return t != null && t >= dateStart && t <= dateEnd; |
| }); |
| } |
| |
| |
| |
| function switchTile(tile) { |
| setPlaying(false); |
| activeTile = tile || null; |
| current = 0; |
| document.querySelectorAll('#tab-bar .tchk').forEach(l => |
| l.classList.toggle('focused', l.dataset.tile === (tile || '')) |
| ); |
| showScene(0); |
| } |
| |
| |
| |
| |
| document.querySelectorAll('#tab-bar .tchk input').forEach(cb => |
| cb.addEventListener('change', () => { |
| if (cb.checked) hiddenTiles.delete(cb.dataset.tile); |
| else hiddenTiles.add(cb.dataset.tile); |
| drawChart(); |
| drawMapDots(); |
| }) |
| ); |
| |
| |
| |
| document.querySelectorAll('#tab-bar .tname').forEach(el => |
| el.addEventListener('click', () => switchTile(el.dataset.tile)) |
| ); |
| |
| |
| const chartCanvas = document.getElementById('chart-canvas'); |
| const chartCtx = chartCanvas.getContext('2d'); |
| let chartPoints = []; |
| const DEFAULT_TILE = Object.keys(TILE_COLORS).sort()[0]; |
| let hiddenTiles = new Set(Object.keys(TILE_COLORS).filter(t => t !== DEFAULT_TILE)); |
| let visibleVars = new Set([CHART_VARS[0].key]); |
| let legendItems = []; |
| const LEGEND_H = 24; |
| const AXIS_H = 20; |
| const DEFAULT_ROW_H = 150; |
| let rowHeights = {}; |
| const rowH = key => rowHeights[key] || DEFAULT_ROW_H; |
| const _MON = ['Jan','Feb','Mar','Apr','May','Jun','Jul','Aug','Sep','Oct','Nov','Dec']; |
| |
| |
| function dateTicks(t0, t1) { |
| const D = 86400000, spanD = (t1 - t0) / D, TARGET = 6, out = []; |
| const d0 = new Date(t0), d1 = new Date(t1); |
| const Y0 = d0.getUTCFullYear(), Y1 = d1.getUTCFullYear(); |
| if (spanD > 730) { |
| const step = [1,2,5,10,20,50].find(s => (Y1 - Y0) / s <= TARGET) || 100; |
| for (let y = Math.ceil(Y0/step)*step; y <= Y1; y += step) |
| out.push({ t: Date.UTC(y,0,1), lab: '' + y }); |
| } else if (spanD > 75) { |
| const months = (Y1 - Y0)*12 + (d1.getUTCMonth() - d0.getUTCMonth()); |
| const step = [1,2,3,6].find(s => months / s <= TARGET) || 12; |
| let y = Y0, m = Math.floor(d0.getUTCMonth()/step)*step, t = Date.UTC(y,m,1); |
| while (t <= t1) { |
| if (t >= t0) { const dd = new Date(t); |
| out.push({ t, lab: _MON[dd.getUTCMonth()] + " '" + (''+dd.getUTCFullYear()).slice(2) }); } |
| m += step; if (m >= 12) { m -= 12; y++; } t = Date.UTC(y,m,1); |
| } |
| } else { |
| const step = [1,2,5,10,15,30].find(s => spanD / s <= TARGET) || 30; |
| for (let t = Math.ceil(t0/(step*D))*(step*D); t <= t1; t += step*D) { |
| const dd = new Date(t); out.push({ t, lab: dd.getUTCDate() + " " + _MON[dd.getUTCMonth()] }); |
| } |
| } |
| return out; |
| } |
| |
| |
| (function buildVarToggles() { |
| const bar = document.getElementById('var-bar'); |
| if (!bar) return; |
| CHART_VARS.forEach(v => { |
| const label = document.createElement('label'); |
| label.className = 'tchk'; |
| label.innerHTML = '<input type="checkbox" data-var="' + v.key + '"' + |
| (visibleVars.has(v.key) ? ' checked' : '') + '>' + v.label + |
| '<input type="number" class="row-h" data-var="' + v.key + |
| '" value="' + DEFAULT_ROW_H + '" min="50" max="700" step="10" ' + |
| 'title="height of this plot in px">'; |
| label.querySelector('input[type=checkbox]').addEventListener('change', e => { |
| if (e.target.checked) visibleVars.add(v.key); else visibleVars.delete(v.key); |
| drawChart(); |
| }); |
| label.querySelector('.row-h').addEventListener('input', e => { |
| const h = parseInt(e.target.value, 10); |
| if (h >= 50) { rowHeights[v.key] = h; drawChart(); } |
| }); |
| bar.appendChild(label); |
| }); |
| })(); |
| |
| function drawChart() { |
| const vars = CHART_VARS.filter(v => visibleVars.has(v.key)); |
| const nVars = vars.length; |
| const W = chartCanvas.offsetWidth || 400; |
| let cum = LEGEND_H; |
| const rowY = {}; |
| vars.forEach(v => { rowY[v.key] = cum; cum += rowH(v.key); }); |
| const bodyBottom = cum; |
| const totalH = bodyBottom + AXIS_H; |
| chartCanvas.width = W; |
| chartCanvas.height = totalH; |
| chartCanvas.style.height = totalH + 'px'; |
| |
| const padL = 44, padR = 10, padT = 8, padB = 6; |
| const cw = W - padL - padR; |
| |
| chartCtx.fillStyle = '#0d1117'; |
| chartCtx.fillRect(0, 0, W, totalH); |
| |
| |
| legendItems = []; |
| let lx = padL; |
| chartCtx.font = '9px monospace'; |
| Object.entries(TILE_COLORS).forEach(([tid, color]) => { |
| const hidden = hiddenTiles.has(tid); |
| const tw = chartCtx.measureText(tid).width; |
| const itemW = 10 + 4 + tw + 10; |
| chartCtx.globalAlpha = hidden ? 0.35 : 1; |
| chartCtx.fillStyle = color; |
| chartCtx.beginPath(); |
| chartCtx.arc(lx + 5, LEGEND_H / 2, 4, 0, Math.PI * 2); |
| chartCtx.fill(); |
| chartCtx.fillStyle = hidden ? '#555' : '#ccc'; |
| chartCtx.textAlign = 'left'; |
| chartCtx.fillText(tid, lx + 12, LEGEND_H / 2 + 4); |
| if (hidden) { |
| chartCtx.strokeStyle = '#555'; chartCtx.lineWidth = 1; chartCtx.globalAlpha = 0.5; |
| chartCtx.beginPath(); chartCtx.moveTo(lx, LEGEND_H / 2); chartCtx.lineTo(lx + itemW - 8, LEGEND_H / 2); chartCtx.stroke(); |
| } |
| chartCtx.globalAlpha = 1; |
| legendItems.push({ tid, x: lx, w: itemW }); |
| lx += itemW; |
| }); |
| |
| |
| chartCtx.strokeStyle = '#333'; chartCtx.lineWidth = 1; |
| chartCtx.beginPath(); chartCtx.moveTo(0, LEGEND_H); chartCtx.lineTo(W, LEGEND_H); chartCtx.stroke(); |
| |
| |
| const allDates = SCENES.map(s => s.date ? new Date(s.date).getTime() : null); |
| const inRange = t => t != null && t >= dateStart && t <= dateEnd; |
| if (!allDates.some(inRange)) return; |
| const tMin = dateStart, tMax = dateEnd; |
| const txT = t => padL + ((t - tMin) / (tMax - tMin || 1)) * cw; |
| const tx = i => txT(allDates[i]); |
| |
| const sc = activeScenes(); |
| const currentGlobal = sc.length ? SCENE_IDX[sc[current]?.scene_id] : -1; |
| |
| chartPoints = []; |
| |
| vars.forEach(({ key, label }, vi) => { |
| const yOff = rowY[key]; |
| const ch = rowH(key) - padT - padB; |
| |
| const allVals = SCENES.map(s => s.stats[key]).filter(v => v != null); |
| if (!allVals.length) return; |
| const vMax = Math.max(...allVals) * 1.1 || 1; |
| const ty = v => yOff + padT + ch - (v / vMax) * ch; |
| |
| if (vi > 0) { |
| chartCtx.strokeStyle = '#222'; chartCtx.lineWidth = 1; |
| chartCtx.beginPath(); chartCtx.moveTo(0, yOff); chartCtx.lineTo(W, yOff); chartCtx.stroke(); |
| } |
| |
| chartCtx.font = '8px monospace'; chartCtx.textAlign = 'right'; |
| chartCtx.fillStyle = '#666'; |
| chartCtx.fillText(vMax.toFixed(2), padL - 3, yOff + padT + 4); |
| chartCtx.fillText('0', padL - 3, yOff + padT + ch); |
| chartCtx.font = 'bold 10px system-ui'; chartCtx.fillStyle = '#bbb'; chartCtx.textAlign = 'left'; |
| chartCtx.fillText(label, padL + 4, yOff + padT + 4); |
| |
| chartCtx.strokeStyle = '#1e1e2e'; chartCtx.lineWidth = 1; |
| chartCtx.beginPath(); chartCtx.moveTo(padL, yOff + padT + ch); chartCtx.lineTo(padL + cw, yOff + padT + ch); chartCtx.stroke(); |
| |
| const byTile = {}; |
| SCENES.forEach((s, i) => { |
| const v = s.stats[key]; |
| if (v == null || !inRange(allDates[i])) return; |
| const tid = s.tile_id || '_'; |
| (byTile[tid] = byTile[tid] || []).push({ i, x: tx(i), y: ty(v) }); |
| }); |
| |
| Object.entries(byTile).forEach(([tid, pts]) => { |
| if (hiddenTiles.has(tid)) return; |
| const color = TILE_COLORS[tid] || '#aaa'; |
| const isActiveTile = !activeTile || tid === activeTile; |
| chartCtx.strokeStyle = color; |
| chartCtx.globalAlpha = isActiveTile ? 0.4 : 0.12; |
| chartCtx.lineWidth = 1; |
| chartCtx.beginPath(); |
| pts.forEach((p, j) => j === 0 ? chartCtx.moveTo(p.x, p.y) : chartCtx.lineTo(p.x, p.y)); |
| chartCtx.stroke(); |
| pts.forEach(p => { |
| const isCurrent = p.i === currentGlobal; |
| chartCtx.globalAlpha = isCurrent ? 1 : (isActiveTile ? 0.7 : 0.18); |
| chartCtx.fillStyle = color; |
| chartCtx.beginPath(); |
| chartCtx.arc(p.x, p.y, isCurrent ? 4 : 1.5, 0, Math.PI * 2); |
| chartCtx.fill(); |
| if (isCurrent) { chartCtx.strokeStyle = 'white'; chartCtx.lineWidth = 1.5; chartCtx.stroke(); } |
| if (isActiveTile && vi === 0) chartPoints.push({ i: p.i, x: p.x, y: p.y, tid }); |
| }); |
| }); |
| chartCtx.globalAlpha = 1; |
| }); |
| |
| |
| const yAxis = bodyBottom; |
| chartCtx.strokeStyle = '#333'; chartCtx.lineWidth = 1; |
| chartCtx.beginPath(); chartCtx.moveTo(padL, yAxis); chartCtx.lineTo(padL + cw, yAxis); chartCtx.stroke(); |
| chartCtx.font = '9px system-ui'; chartCtx.textAlign = 'center'; |
| for (const { t, lab } of dateTicks(tMin, tMax)) { |
| const x = txT(t); |
| if (x < padL - 1 || x > padL + cw + 1) continue; |
| chartCtx.strokeStyle = '#444'; |
| chartCtx.beginPath(); chartCtx.moveTo(x, yAxis); chartCtx.lineTo(x, yAxis + 4); chartCtx.stroke(); |
| chartCtx.fillStyle = '#8a8a99'; chartCtx.fillText(lab, x, yAxis + 15); |
| } |
| } |
| |
| chartCanvas.onclick = e => { |
| const r = chartCanvas.getBoundingClientRect(); |
| const mx = (e.clientX - r.left) * (chartCanvas.width / r.width); |
| const my = (e.clientY - r.top) * (chartCanvas.height / r.height); |
| |
| |
| if (my < LEGEND_H) { |
| for (const item of legendItems) { |
| if (mx >= item.x && mx < item.x + item.w) { |
| if (hiddenTiles.has(item.tid)) hiddenTiles.delete(item.tid); |
| else hiddenTiles.add(item.tid); |
| const cb = document.querySelector('.tchk input[data-tile="' + item.tid + '"]'); |
| if (cb) cb.checked = !hiddenTiles.has(item.tid); |
| drawChart(); |
| drawMapDots(); |
| return; |
| } |
| } |
| return; |
| } |
| |
| |
| let closest = null, minDx = Infinity, closestTile = null; |
| chartPoints.forEach(p => { |
| const d = Math.abs(p.x - mx); |
| if (d < minDx) { minDx = d; closest = p.i; closestTile = p.tid; } |
| }); |
| if (closest !== null) { |
| if (closestTile && closestTile !== activeTile) switchTile(closestTile); |
| const sc = activeScenes(); |
| const localIdx = sc.findIndex(s => SCENE_IDX[s.scene_id] === closest); |
| if (localIdx >= 0) showScene(localIdx); |
| } |
| }; |
| |
| |
| const mapCanvas = document.getElementById('map-canvas'); |
| const mapBg = document.getElementById('map-bg'); |
| const mapWrap = document.getElementById('map-wrap'); |
| const mapInner = document.getElementById('map-inner'); |
| let mapDragMoved = false; |
| let mapScale = 1, mapTx = 0, mapTy = 0; |
| |
| |
| function mapBaseScale() { |
| return (mapBg && mapBg.naturalHeight) ? (mapWrap.clientHeight / mapBg.naturalHeight) : 1; |
| } |
| |
| function initMap() { |
| if (!mapBg || !MAP_POINTS.length || !mapWrap) return; |
| mapCanvas.width = mapWrap.clientWidth; |
| mapCanvas.height = mapWrap.clientHeight; |
| drawMapDots(); |
| } |
| |
| |
| |
| function drawMapDots() { |
| if (!mapCanvas.width) return; |
| const ctx = mapCanvas.getContext('2d'); |
| ctx.clearRect(0, 0, mapCanvas.width, mapCanvas.height); |
| const ds = mapBaseScale() * mapScale; |
| const sc = activeScenes(); |
| const currentGlobal = sc.length ? SCENE_IDX[sc[current]?.scene_id] : -1; |
| |
| MAP_POINTS.forEach((p, i) => { |
| if (!p) return; |
| const tid = SCENES[i].tile_id; |
| |
| const x = mapTx + p.x * ds, y = mapTy + p.y * ds; |
| if (x < -8 || y < -8 || x > mapCanvas.width + 8 || y > mapCanvas.height + 8) return; |
| const isActiveTile = !activeTile || tid === activeTile; |
| const isCurrent = i === currentGlobal; |
| ctx.globalAlpha = isCurrent ? 1 : (isActiveTile ? 0.7 : 0.3); |
| ctx.fillStyle = TILE_COLORS[tid] || '#aaa'; |
| ctx.beginPath(); |
| ctx.arc(x, y, isCurrent ? 6 : 4, 0, Math.PI * 2); |
| ctx.fill(); |
| ctx.strokeStyle = isCurrent ? 'white' : 'rgba(255,255,255,0.5)'; |
| ctx.lineWidth = isCurrent ? 2 : 1; |
| ctx.stroke(); |
| }); |
| ctx.globalAlpha = 1; |
| } |
| |
| if (mapBg) { mapBg.onload = initMap; if (mapBg.complete) initMap(); } |
| window.addEventListener('resize', initMap); |
| |
| if (mapCanvas) { |
| mapCanvas.onclick = e => { |
| if (mapDragMoved) return; |
| const r = mapCanvas.getBoundingClientRect(); |
| const mx = e.clientX - r.left, my = e.clientY - r.top; |
| const ds = mapBaseScale() * mapScale; |
| let closest = null, minD = 16, closestTile = null; |
| MAP_POINTS.forEach((p, i) => { |
| if (!p) return; |
| const x = mapTx + p.x * ds, y = mapTy + p.y * ds; |
| const d = Math.hypot(x - mx, y - my); |
| if (d < minD) { minD = d; closest = i; closestTile = SCENES[i].tile_id; } |
| }); |
| if (closest !== null) { |
| if (closestTile && closestTile !== activeTile) switchTile(closestTile); |
| const sc = activeScenes(); |
| const localIdx = sc.findIndex(s => SCENE_IDX[s.scene_id] === closest); |
| if (localIdx >= 0) showScene(localIdx); |
| } |
| }; |
| } |
| |
| |
| |
| (function() { |
| if (!mapWrap || !mapInner) return; |
| const MIN = 1, MAX = 12; |
| const apply = () => { |
| mapInner.style.transform = 'translate(' + mapTx + 'px,' + mapTy + 'px) scale(' + mapScale + ')'; |
| drawMapDots(); |
| }; |
| function clamp() { |
| const w = mapWrap.clientWidth, h = mapWrap.clientHeight; |
| mapTx = Math.min(0, Math.max(w - w * mapScale, mapTx)); |
| mapTy = Math.min(0, Math.max(h - h * mapScale, mapTy)); |
| } |
| mapWrap.addEventListener('wheel', e => { |
| e.preventDefault(); |
| const r = mapWrap.getBoundingClientRect(); |
| const cx = e.clientX - r.left, cy = e.clientY - r.top, prev = mapScale; |
| mapScale = Math.min(MAX, Math.max(MIN, mapScale * (e.deltaY < 0 ? 1.15 : 1 / 1.15))); |
| const k = mapScale / prev; |
| mapTx = cx - (cx - mapTx) * k; |
| mapTy = cy - (cy - mapTy) * k; |
| clamp(); apply(); |
| }, { passive: false }); |
| let dragging = false, sx = 0, sy = 0, startX = 0, startY = 0; |
| mapWrap.addEventListener('mousedown', e => { |
| dragging = true; mapDragMoved = false; |
| startX = e.clientX; startY = e.clientY; sx = e.clientX - mapTx; sy = e.clientY - mapTy; |
| mapWrap.classList.add('grabbing'); |
| }); |
| window.addEventListener('mousemove', e => { |
| if (!dragging) return; |
| mapTx = e.clientX - sx; mapTy = e.clientY - sy; |
| if (Math.hypot(e.clientX - startX, e.clientY - startY) > 4) mapDragMoved = true; |
| clamp(); apply(); |
| }); |
| window.addEventListener('mouseup', () => { dragging = false; mapWrap.classList.remove('grabbing'); }); |
| mapWrap.addEventListener('dblclick', () => { mapScale = 1; mapTx = 0; mapTy = 0; apply(); }); |
| })(); |
| |
| |
| function labelFromPath(p) { |
| const n = p.split('/').pop().replace('.png', ''); |
| return LAYER_TITLES[n] || n.replace(/_/g, ' '); |
| } |
| |
| function showScene(idx) { |
| const sc = activeScenes(); |
| if (!sc.length) return; |
| current = (idx + sc.length) % sc.length; |
| const s = sc[current]; |
| |
| document.getElementById('si-date').textContent = s.date || 'β'; |
| document.getElementById('si-sub').textContent = [s.tile_id, s.satellite].filter(Boolean).join(' Β· '); |
| document.getElementById('progress').textContent = |
| `${s.tile_id || ''} Β· Scene ${current + 1} / ${sc.length}`; |
| |
| const statLines = Object.entries({ |
| cloud_frac: 'Cloud frac', tau__mean: 'Ο mean', |
| r_eff_liq__p050: 'r_eff liq p50', ice_liq_ratio__mean: 'Ice/liq', |
| }).filter(([k]) => s.stats[k] != null) |
| .map(([k, lbl]) => `<b>${lbl}:</b> ${s.stats[k].toFixed(3)}`); |
| document.getElementById('si-stats').innerHTML = statLines.join('<br>'); |
| |
| const grid = document.getElementById('layer-grid'); |
| grid.innerHTML = ''; |
| const sortedLayers = [...s.layers].sort((a, b) => { |
| const aName = a.split('/').pop().replace('.png', ''); |
| const bName = b.split('/').pop().replace('.png', ''); |
| if (aName === 'overview') return 1; |
| if (bName === 'overview') return -1; |
| const ai = LAYER_ORDER.indexOf(aName), bi = LAYER_ORDER.indexOf(bName); |
| if (ai !== -1 && bi !== -1) return ai - bi; |
| if (ai !== -1) return -1; |
| if (bi !== -1) return 1; |
| return 0; |
| }); |
| sortedLayers |
| .filter(path => visibleLayers.has(path.split('/').pop().replace('.png', ''))) |
| .forEach(path => { |
| const name = path.split('/').pop().replace('.png', ''); |
| const div = document.createElement('div'); |
| div.className = 'layer-thumb' + (name === 'overview' ? ' overview' : ''); |
| const img = document.createElement('img'); |
| const src = layerURL(s, path); |
| img.src = src; |
| img.onclick = () => openLightbox(src); |
| const lbl = document.createElement('div'); |
| lbl.className = 'layer-label'; |
| lbl.textContent = labelFromPath(path); |
| div.appendChild(img); div.appendChild(lbl); |
| grid.appendChild(div); |
| }); |
| |
| drawChart(); |
| drawMapDots(); |
| preloadScene(current + 1); |
| preloadScene(current + 2); |
| } |
| |
| |
| function openLightbox(src) { |
| document.getElementById('lb-img').src = src; |
| document.getElementById('lightbox').classList.add('active'); |
| } |
| document.getElementById('lb-close').onclick = () => |
| document.getElementById('lightbox').classList.remove('active'); |
| document.getElementById('lightbox').onclick = e => { |
| if (e.target.id === 'lightbox') document.getElementById('lightbox').classList.remove('active'); |
| }; |
| |
| |
| (function() { |
| const modal = document.getElementById('info-modal'); |
| const btn = document.getElementById('info-btn'); |
| if (!modal || !btn) return; |
| const close = () => modal.classList.remove('active'); |
| btn.addEventListener('click', () => modal.classList.add('active')); |
| const x = document.getElementById('info-close'); |
| if (x) x.addEventListener('click', close); |
| modal.addEventListener('click', e => { if (e.target === modal) close(); }); |
| document.addEventListener('keydown', e => { if (e.key === 'Escape') close(); }); |
| })(); |
| |
| |
| let playTimer = null; |
| const playBtn = document.getElementById('nav-play'); |
| |
| function setPlaying(on) { |
| if (on) { |
| const ms = parseInt(document.getElementById('speed-select').value); |
| playTimer = setInterval(() => showScene(current + 1), ms); |
| playBtn.textContent = 'βΈ'; |
| playBtn.classList.add('playing'); |
| } else { |
| clearInterval(playTimer); playTimer = null; |
| playBtn.textContent = 'βΆ'; |
| playBtn.classList.remove('playing'); |
| } |
| } |
| |
| playBtn.onclick = () => setPlaying(!playTimer); |
| document.getElementById('speed-select').onchange = () => { |
| if (playTimer) { setPlaying(false); setPlaying(true); } |
| }; |
| |
| |
| document.getElementById('nav-prev').onclick = () => { setPlaying(false); showScene(current - 1); }; |
| document.getElementById('nav-next').onclick = () => { setPlaying(false); showScene(current + 1); }; |
| document.addEventListener('keydown', e => { |
| if (e.key === 'ArrowLeft') { setPlaying(false); showScene(current - 1); } |
| if (e.key === 'ArrowRight') { setPlaying(false); showScene(current + 1); } |
| if (e.key === ' ') { e.preventDefault(); setPlaying(!playTimer); } |
| if (e.key === 'Escape') { |
| setPlaying(false); |
| document.getElementById('lightbox').classList.remove('active'); |
| } |
| }); |
| |
| window.addEventListener('resize', () => { drawChart(); initMap(); }); |
| |
| |
| const _preloadCache = {}; |
| function preloadScene(idx) { |
| const sc = activeScenes(); |
| if (!sc.length) return; |
| const i = (idx + sc.length) % sc.length; |
| if (_preloadCache[sc[i].scene_id]) return; |
| _preloadCache[sc[i].scene_id] = true; |
| sc[i].layers.forEach(path => { const img = new Image(); img.src = layerURL(sc[i], path); }); |
| } |
| |
| |
| |
| const firstTile = Object.keys(TILE_COLORS).sort()[0]; |
| if (firstTile) switchTile(firstTile); |
| else showScene(0); |
| </script> |
| </body> |
| </html> |
