Google Maps v3 - Delete vertex on Polygon

Question

Google Maps has the Drawing library to draw Polylines and Polygons and other things.

Example of this functionality here: http://gmaps-samples-v3.googlecode.com/svn-history/r282/trunk/drawing/drawing-tools.html

I want, when drawing and editing the polygon, to be able to delete one point/vertex on the path. The API docs haven't seemed to hint at anything.

Answer 1

Google Maps now provides a "PolyMouseEvent" callback object on events that are triggered from a Polygon or Polyline.

To build on the other answers which suggested a solution involving a right click, all you would need to do is the following in the latest versions of the V3 API:

// this assumes `my_poly` is an normal google.maps.Polygon or Polyline var deleteNode = function(mev) {   if (mev.vertex != null) {     my_poly.getPath().removeAt(mev.vertex);   } } google.maps.event.addListener(my_poly, 'rightclick', deleteNode); 

You'll notice that any complex calculations on whether or not we are near the point are no longer necesary, as the Google Maps API is now telling us which vertex we've clicked on.

Note: this will only work while the Polyline/Polygon is in edit mode. (Which is when the vertices you might want to delete are visible.)

As a final thought, you could consider using a click or double click event instead. "Click" is smart enough to not trigger on a drag, though using a single click trigger might still surprise some of your users.

Answer 2

This is currently an outstanding feature request (acknowledged by Google), issue 3760.

Here's my solution: http://jsbin.com/ajimur/10. It uses a function that adds a delete button to the passed in polygon (below the undo button).

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Alternatively, someone suggested this approach: right-click to delete closest vertex, which works fine but is somewhat lacking in UI finesse. I built on the code from the link to check if the click was inside (or within 1 pixel of) the node - in a JSBin here: http://jsbin.com/ajimur/.

EDIT: as Amr Bekhit pointed out - this approach is currently broken, as the events need to be attached to the polygon.