| 摘要 |
FIELD: designing of parts of cut of clothes, particularly, based on planar geometrical figures. SUBSTANCE: base grip has additionally square and concentric circumferences with radii which divide radius R into parts corresponding to the Fibonacci sequence 1, 1, 2, 3, 5, 8, etc, symmetry lines are drawn with respect to square. Construction lines are the fragments of straight lines running through points of intersection of the base grid with the symmetry axes, and part contour is drawn by the fragments of the base grid and construction lines. Circumference center r may be intersection point of respective concentric circumference and module symmetric axes. Circumference center r may also belong to a row of points of concentric circumferences of the base grid. In this case, the position of circumference center r is determined in compliance with the Fibonacci sequence from the module diameter. The offered method gives the possibility to design unlimited number of versions of clothes models based on planar geometric figures. Proportional dismemberment of the three-dimensional model may be changed due to location of the throat cutout. It may be central in point O but may also be somewhat displaced along the module symmetry axis with mandatory consideration of a series of Fibonacci sequence. Variety of models may be established also by use of two-sided cloths or contrast in color (reverse and face sides). Produced from one planar module of the design may be, both, shoulder, and loin product of simple forms or product of complex form - synthesis of the shoulder and loin products. New version of the model with varied silhouette, purpose and type of products may be attained by transforming the three-dimensional model using bends, folds subcuttings and other mobile members of the form. EFFECT: establishment of universal planar module of construction of multiversion clothes based on the planar geometric figures. |
