Permukaan Sapuan Translasi Teradun
DOI:
https://doi.org/10.11113/matematika.v17.n.109Abstract
Untuk menjanakan satu permukaan sapuan, satu lengkung jana dan satu arah diperlukan, dengan lengkung jana disapukan sepanjang arah ini. Bagi permukaan sapuan translasi, arah ini diwakili oleh lengkung arah. Lengkung jana dan lengkung arah ini akan membentuk sempadan-sempadan permukaan. Bagi permukaan translasi yang asal, permukaan mempunyai sempadan bertentangan yang sama bentuk. Dalam kertas ini, kita akan memberikan satu cara untuk menghasilkan permukaan sapuan yang mempunyai tiga ataupun empat sempadan yang berlainan dengan menggunakan kaedah adunan. Katakunci: Lengkung Jana; Lengkung Arah; Translasi; Kaedah Adunan. To construct a swept surface, one generator curve and one direction are needed, with generator curve being swept along the direction. For translational swept surfaces, the direction is represented by a director curve. These generator curve and director curve will form the boundaries of the surface. For the original translational swept surface, the surface have opposite boundaries that are in the same shape. In this paper, we are going to give one method to produce a swept surface with three or four different boundaries using blending technique. Keywords: Director Curve; Generator Curve; Translational; Blending Langat.Downloads
Published
01-12-2001
Issue
Section
Analysis and Algebra
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Copyright of articles that appear in MATEMATIKA: MJIAM belongs exclusively to Penerbit UTM Press, Universiti Teknologi Malaysia. This copyright covers the rights to reproduce the article, including reprints, electronic reproductions or any other reproductions of similar nature.How to Cite
Permukaan Sapuan Translasi Teradun. (2001). MATEMATIKA, 17, 89–95. https://doi.org/10.11113/matematika.v17.n.109
















