| 摘要 |
PROBLEM TO BE SOLVED: To make it possible to simply arrange a three-dimensional(3D) solid on an optional position by attaining a method capable of controlling more detailed arrangement in addition to a conventional method for collectively and simply arranging plural solids. SOLUTION: In a method for arranging plural 3D solids in space, coordinate axes to be the reference of arrangement are arranged based on elements constituting a 3D solid at first. In the case of arranging another 3D solid in the coordinate system defined by the arranged coordinate axes, the 3D solid to be arranged is arranged based on elements constituting the 3D solid. For instance, the 3D solid is arranged based on faces, ridgelines or vertexes, elements constituting the 3D solid.
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