JOURNAL of the JAPAN RESEARCH ASSOCIATION for TEXTILE END-USES
Online ISSN : 1884-6599
Print ISSN : 0037-2072
ISSN-L : 0037-2072
Search
Advanced search
OR
Browse
Search
Volume 51, Issue 7
Displaying 1-8 of 8 articles from this issue
Show all abstracts
    • |<
    • <
    • 1
    • >
    • >|
  • Application of the Method to Predict Sewn Shapes Using Polyhedrons to the Shape with a Sewn Outline in a Three-dimensional Form with Constant Angles of Torsion
    Miori ITOH, Haruki IMAOKA
    2010 Volume 51 Issue 7 Pages 568-579
    Published: July 20, 2010
    Released on J-STAGE: August 31, 2016
    DOIhttps://doi.org/10.11419/senshoshi.51.7_568
    JOURNAL OPEN ACCESS
    Show abstractHide abstract

    The method to predict sewn shapes using polyhedrons was applied to the shape with a sewn outline in a three-dimensional form with constant angles of torsion. This procedure will basically be one of steps for applying the method to the shapes of human bodies and clothing.


    First, about all polyhedron models, the limited length of a generating line when a standing angle on a side was equal to that on neighboring sides equals to the longest limited length when a sewn three-dimensional form does not intersect each other. And these lines make the largest pattern.In other words, the limited length of a generating line is a criterion of an area of a pattern that can be formed by sewing.


    Next, for a planar sewn outline in a three-dimensional form, there were two standing angles on the first side with the generating lines being the longest. The absolute value of two standing angles was equal to that of the ideal standing angle. The ideal standing angle in this method is the angle corresponding to the angle between a curvature vector and a tangent vector on a point of a three-dimensional curve of a surface in the theory of developable surfaces.


    Finally, for a sewn outline in a three-dimensional form with constant angles of torsion, there were also two standing angles on the first side of which the length of generating lines are the longest. And the equations were given for finding the values of the two standing angles.


    Further, this method will be applied to the shape with other sewn outlines in three-dimensional forms.

    View full abstract
    Download PDF (1850K)
    • |<
    • <
    • 1
    • >
    • >|
feedback
 Top