README
A Tiny Tree Hierarchy Graph
This is minimal tree hierarchy with no dependencies (other than react) that is just 3kb minified.
- Nodes are represented using SVG text and rect elements
- Connectors are represented using SVG paths
- Styling can be applied to the graph overall or at the individual node level
- Supports typescript!
Usage
import React from 'react';
import BoxTree { tree, SimpleBoxProps } from "react-heirarchy-tree-graph2"
const DarkBlue = "#3f0fff"
const LightBlue = "#61a5ff"
const LightPurple = "#923afc"
const data: tree<SimpleBoxProps> = {
data: { label: "Hello" },
children: [
{ data: { label: "world" } },
{
data: {
label: "This is a realy really really really long label",
// Props to be applied to this particular element's <rect/>:
rect_props: { fill: LightPurple, rx: "0px", stroke: "black", strokeWidth: "2px" },
// Props to be applied to this particular element's <text/>:
text_props: { fill: "white" }
},
children: [
{
data: { label: "Three" },
children: [
{ data: { label: "Two" } },
{ data: { label: "more" } }
]
},
{ data: { label: "short" } },
{
data: { label: "labels" }
}
]
}]
}
function App() {
return (
<BoxTree
// data to be graphed
data={data}
// padding within the boxes in rem
padding={.5}
// margin around the boxes in rem
margin={1}
// extra space around the graph in px (* see below)
border={2}
// Props passed to the connector SVG `<path>` elements
path_props={{ stroke: DarkBlue }}
// Props passed to the background SVG `<rect/>` elements (unless overridden in the data)
rect_props={{ fill: LightBlue, rx: ".4rem" }}
// Props passed to the SVG `<text/>` elements (unless overridden in the data)
text_props={{ fill: DarkBlue }}
/>
);
}
export default App;
* About the border property: The rendered element is a react <svg>
element whose size is exactly the width and height of the of the tree
excluding any borders applied to the nodes. When the border property is
supplied, the overall size of the rendered <svg>
element is increased by
the border amount (in px) in order to prevent the outside borders of the
background <rect>
s from being cut off
Result: