Modelling of the Deformation Diffusion Areas on a Para-Aramid Fabric with B-Spline Curves
Author(s) -
Hatice Kuşak Samancı,
Filiz YAĞCI,
Ali Metehan Çalışkan
Publication year - 2017
Publication title -
international journal of engineering mathematics
Language(s) - English
Resource type - Journals
eISSN - 2356-7007
pISSN - 2314-6109
DOI - 10.1155/2017/7159738
Subject(s) - aramid , diffusion , diffusion process , deformation (meteorology) , planar , spline (mechanical) , materials science , geometry , mathematics , structural engineering , computer science , composite material , engineering , innovation diffusion , physics , knowledge management , computer graphics (images) , thermodynamics , fiber
The geometrical modelling of the planar energy diffusion behaviors of the deformations on a para-aramid fabric has been performed. In the application process of the study, in the experimental period, drop test with bullets of different weights has been applied. The B-spline curve-generating technique has been used in the study. This is an efficient method for geometrical modelling of the deformation diffusion areas formed after the drop test. Proper control points have been chosen to be able to draw the borders of the diffusion areas on the fabric which is deformed, and then the De Casteljau and De Boor algorithms have been used. The Holditch area calculation according to the beams taken at certain fixed lengths has been performed for the B-spline border curve obtained as a closed form. After the calculations, it has been determined that the diffusion area where the bullet with pointed end was dropped on a para-aramid fabric is bigger and the diffusion area where the bullet with rounded end was dropped is smaller when compared with the areas where other bullets with different ends were dropped
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