In this paper we describe and analyze a new class of C² piecewise rational quintic Hermite interpolants for use in CAGD which are capable of exactly representing any conic arc of arbitrary length by using only one segment. They can also provide a variety of local/global shape parameters for intuitively sculpting free form curves without affecting the C² continuity inherent in the original construction.
Casciola, G., & Romani, L. (2005). A Piecewise Rational Quintic Hermite Interpolant for use in CAGD. In M. Dæhlen, K. Morken, & L.L. Schumaker (a cura di), Mathematical Methods for Curves and Surfaces: Tromsø 2004 (pp. 39-49). Brentwood (TN) : Nashboro.
Citazione: | Casciola, G., & Romani, L. (2005). A Piecewise Rational Quintic Hermite Interpolant for use in CAGD. In M. Dæhlen, K. Morken, & L.L. Schumaker (a cura di), Mathematical Methods for Curves and Surfaces: Tromsø 2004 (pp. 39-49). Brentwood (TN) : Nashboro. | |
Titolo: | A Piecewise Rational Quintic Hermite Interpolant for use in CAGD | |
Autori: | Casciola, G; Romani, L | |
Autori: | ||
Tipo: | Capitolo o saggio | |
Carattere della pubblicazione: | Scientifica | |
Data di pubblicazione: | 2005 | |
Lingua: | English | |
Titolo del libro: | Mathematical Methods for Curves and Surfaces: Tromsø 2004 | |
ISBN: | 0-9728482-4-X | |
Appare nelle tipologie: | 03 - Contributo in libro |
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