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Home/ Questions/Q 8164487
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Editorial Team
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Editorial Team
Asked: June 6, 20262026-06-06T19:19:41+00:00 2026-06-06T19:19:41+00:00

I’m writing a Rails app that needs to store shape data representing the floor

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I’m writing a Rails app that needs to store shape data representing the floor plans of public spaces. The spaces are mostly churches and concert halls. Many shapes will be very simple (“fans” or “shoeboxes”) but some will be more complex (e.g. like this).

I’m fairly new to Rails and totally new to GIS applications. (Is this a GIS problem? I’m not sure.)

Can anyone suggest what sort of data type I should use to store this information in my database? Should room shapes be stored as polygons? Or is there a more appropriate data type, such as one that can more accurately represent the curved surfaces found in some venues?

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  1. Editorial Team
    Editorial Team
    2026-06-06T19:19:43+00:00Added an answer on June 6, 2026 at 7:19 pm

    This is probably not the most efficient way to do this but you might start out by defining some models such as:

    class Path
        has_many :nodes
    end
    
    class Node
        attr_accessible :x, :y, :next_id
        belongs_to :next, class_name: 'Node'
        has_one :arc_extension
    end
    
    class ArcExtension
        attr_accessible :radius, :x1, :y1, :x2, :y2
        belongs_to :node
    end
    

    A path would just be a collection of nodes. Each node would store the coordinates of a point on the path along with the id of the next node in the path. If you want a node to represent the beginning of an arc, you can create an arc extension for that node. An arc_extension might store the radius of the arc along with two reference points needed to construct the arc. For a reference on how these reference points might be defined, you might look into the arcTo method used in the HTML5 canvas: http://dbp-consulting.com/tutorials/canvas/CanvasArcTo.html .

    You should be able to change this method a bit if you want to represent other types of curved paths (such as Bezier curves).

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