Chapter 1: Why Isometric?
Everyone is familiar with a flat 2D heatmap: a grid of tiles where color represents the value. This works well as long as the numbers are spread far apart. As soon as they are not, the visualization reaches a limit that lies in the human eye rather than the data — no one can reliably distinguish two adjacent shades of green, and anyone trying ends up reading the legend instead of the graphic.
This library gives each value a second expressive channel: height. Color and height carry the same number, and the eye reads one where the other fails. An outlier stands out before you even search for it.
What the Library Is
mlc-isometric-heatmap is a TypeScript library that transforms a numerical matrix into an isometric 3D visualization rendered as SVG. No Canvas, no WebGL, no runtime dependency: the output is a clean string that you can inject into a page, save to a file, or send via email.
This has benefits that go far beyond technical purity:
- Resolution-independent. The exact same file looks razor-sharp on a smartphone and on a billboard.
- Searchable and accessible. Every cell carries a
<title>tag that screen readers can read aloud and browsers display as a native tooltip. - Interactive without JavaScript. Hover highlights are embedded directly into the SVG as pure CSS rules. All examples in this handbook are embedded this way — hover over any column and its value appears.
- Server-side ready. The library runs in Node.js just as smoothly as in the browser. A report can bundle its finished graphic rather than building it upon opening.
Installation
npm install mlc-isometric-heatmapWithout bundlers, you can use it directly in the browser:
<script type="module">
import { HeatmapGrid } from 'https://unpkg.com/mlc-isometric-heatmap/dist/index.es.js';
</script>If you need a classic <script> tag, use the UMD build; the library is exposed on window.MlcIsometricHeatmap, and the calendar presets on window.MlcIsometricHeatmapPresets.
What It Is Designed For
The library originated from sensor telemetry: measurements over time with a natural temporal grid — hours against weekdays, days against weeks, weeks against months. Wherever a pattern repeats across two axes, the isometric view reveals much more than a flat line chart.