This layout groups vertices into clusters.
This layout is useful for unstructured data - database schemas, mind maps, graphs, etc. For a given input graph the structure of the layout will always be the same, but this layout does not extend the Absolute layout as the Spring layout does, so all vertex placement is decided upon by the layout.
Constructor parameters for a Balloon layout.
export interface BalloonLayoutParameters extends AbstractHierarchicalLayoutParameters<Vertex>
|groupPadding?||number||(Optional) Minimum distance between a group of vertices and its neighbours. Defaults to 100 pixels.|
export interface AbstractHierarchicalLayoutParameters<T extends HasId> extends AbsoluteBackedLayoutParameters
|getChildVertices?||HierarchicalLayoutChildVerticesFunction<T>||(Optional) Optional function used to determine the edges to traverse to find children from some node|
|getRootNode?||(toolkit: JsPlumbToolkit) => Array<Vertex>||(Optional) Optional. A function that is given the Toolkit instance as argument and is expected to return either a single node/group, or an array of nodes/groups, to use as the root(s) for the layout|
|ignoreLoops?||boolean||(Optional) Defaults to true. If a loop is found during the layout it is usually ignored, unless this is set to true.|
|ignorePorts?||boolean||(Optional) Defaults to false, meaning that ports are taken into account when figuring the list of edges from some vertex. If you set this to |
|multipleRoots?||boolean||(Optional) Optional, defaults to true. If false, multiple roots are not supported, and assuming you have not overridden getRootNode, the layout uses the first node found in the dataset (otherwise it still uses the result of your getRootNode function)|
|rootNode?||Array<Vertex>||(Optional) Optional. Defines the node/group to use as the root of the tree. This may be provided either as a node/group id or as a node/group object. If this parameter is not specified and multipleRoots is not false then the layout uses the result(s) of the |
Behaviour after relayout
A relayout will generate the exact same arrangement of vertices, since this layout is deterministic. But any changes to node/group dimensions will be taken into account.
Behaviour after refresh
A refresh will generate the exact same arrangement of nodes/groups, since this layout is deterministic. But any changes to node/group dimensions will be taken into account.