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The KGraph is the basic data structure used by the KIELER Infrastructure for Meta-Layout the Eclipse Layout Kernel (ELK) to describe and work with graphs. While developing layout algorithms, it is often necessary to assemble very specific graphs to see what the algorithm does with them. This is what the KGraph Text language was designed for: to be a simple language to assemble KGraphs for testing purposes.

This short tutorial will first introduce you to the KGraph and then walk you through writing your first KGT file. Grab a cup of tea and a few biscuits and work your way through it., slip into something more comfortable and get ready!

Preliminaries

There's a few things to do before we dive into the tutorial itself. For example, to do Eclipse programming, you will have to get your hands on an Eclipse installation first. Read through the following sections to get ready for the tutorial tasks.

Required Software

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Excerpt Include
Installing Eclipse for Layout Development
Installing Eclipse for Layout Development
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  1. When we cobble together our KGraph, it would be nice to see if what we type in makes any sense. To that end, we will first have to make sure that KIELER automatically generates a graphical representation for our textually specified graph. Click the button highlighted in the screenshot below, or open the preferences and navigate to KIELER View Management.
    Image RemovedEnsure that Enable view management is checked. Then take a look at the list of combinations and make sure that both Create graphical views of textual specifications and Graphical representations of textually formulated KGraphs are checked.
    Image RemovedAs it turns out, we have actually built an Eclipse view that shows the graph as you type it in, but you will have to open that view first. From the Window menu, select Show View - Other.... In the dialog, select Diagram from the KIELER Lightweight Diagrams category. Your Eclipse window should look something like this:
    Image Added
  2. Create an empty project in your Eclipse workspace. Right-click the project and select New -> Other... In the dialog that pops up, select Empty KGraph from the KGraph category. Give the new file a proper name and click Finish to create it. Eclipse will ask you if you want to add the Xtext nature to your project. Click Yes. Don't worry about it.
  3. The KGraph editor should open , as should a KLighD viewand the Diagram view should update itself. Both should be empty, but the Diagram view should now show a handy sidebar that you can use to influence how your graph will be displayed. If the KGraph editor does not open, open the file yourself by double-clicking it in the Project Explorer.
    Image Modified
  4. Start by adding a first node. Enter the following text into the editor:

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    knode node1

    The KLighD view should update itself, but you won't know since your node has no size yet and KLighD doesn't know how to draw it. Yep, that's not quite as helpful as you would have hoped. But alas, help is on its way!

  5. In the sidebar of the KLighD view, you can enable default values. Do so. (You can also enable stylish styling, which will improve the styling of the drawing style used to style nodes.)
    Image Modified
    Your node now has a default label, a default size, and a default way to render it (a simple or a stylish rectangle).
  6. Add two further nodes, node2 and node3:

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    knode node2
    knode node3 
  7. Uniform sizes are boring, so let's give more individuality to node3:

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    knode node3 {
       size: width=80 height=40
    }
  8. Let's add connection points to the nodes. Add two ports to node1:

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    knode node1 {
        kport port1_1
        kport port1_2
    }
    

    Two black rectangles should now appear at node1. If we had turned off default values, the ports would not have a proper size and would miss their labels.

  9. Add a port port2_1 and port2_2 to node2 and a port port3_1 to node3.
  10. It's now time to connect the nodes. Add two edges to the graph that originate at node1 by adding the following lines under the port definitions of node1:

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    kedge (:port1_2 -> node2:port2_1)
    kedge (:port1_1 -> node3:port3_1) 

    Edges can start and end at a node or at a port. The source node does not need to be explicitly specified since it is clear from the context (the edges are defined in the body of the source node, after all). Thus, if an edge connects directly to the source node (that is, not through a port), the part before the arrow (->) will be empty. The target needs the node to be specified, with an optional target port. Add another edge that starts at port2_12 and ends at port3_1. By now, the KLighD view should show something like this (with stylish styling enabled, of course):

  11. Let's add a final touch to the graph. Currently, the edges are routed orthogonally. If we want to change that, we need to tell the layout algorithm to use another edge routing algorithm. This can be done by attaching a layout option to our graph. Add a new properties section to the beginning of the file:

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    properties:
        deorg.caueclipse.cs.kielerelk.edgeRouting=POLYLINE

    Your result could look something like this:
    Image Modified

    Tip
    titleProperties

    Properties can be attached to just about anything in a KGraph: the graph itself, nodes, ports, labels, ...

  12. Okay, how about a final final touch. The node labels are currently centered inside their nodes. You can change that by adding the following property to, say, node1:

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    deorg.caueclipse.cselk.kielernodeLabels.nodeLabelPlacementplacement="OUTSIDE V_BOTTOM H_CENTER"

    This will center its label below the node.

Right, that concludes our little tutorial. Try and If you want to go further, read more on the KGT syntax and look at a bigger example. Also, solve the following assignment if you like.

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titleAssignment

Graphs can also be nested. Child nodes are added to a parent node just like you added ports to parent nodes. Try to extend the graph above such that it looks like this:

Note that the edges inside node2 are routed with smooth, stylish splines. To achieve that, set is edge routing to SPLINES.