create various topologies of a structure
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hello guys. I want to plot various positions of coordinates, inside a given rectangle. In other words, a rectangle is given and I have to mark various positions in the rectangle such that each position is at a distance of at least 3 units from its surrounding positions.
For example, if I have a rectangle of 10X15 units , then one of the set of configurations of positions will be points marked at all the four vertices . The other set of configuration can be all vertices and the midpoints of sides.
Similarly certain finite configurations will result. The positions marked can be inside of rectangle.
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Guillaume
2015-2-5
I must be missing something, because isn't there an infinity of possible vertice position?
For example, suppose your locate your first vertice on a corner. A second vertice can then be located at distance [3 to length of rectangle] side onto the side of the rectangle. That interval includes an infinity of points.
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