Инд. авторы: Vyatkin S.I., Romanyuk A.N., Gotra Z.Y., Romanyuk O.V., Wojcik W., Romaniuk R., Amirgaliyev Y., Assembay A.
Заглавие: Offsetting, relations and blending with perturbation functions
Библ. ссылка: Vyatkin S.I., Romanyuk A.N., Gotra Z.Y., Romanyuk O.V., Wojcik W., Romaniuk R., Amirgaliyev Y., Assembay A. Offsetting, relations and blending with perturbation functions // 18TH INTERNATIONAL SCHOOL ON QUANTUM ELECTRONICS: LASER PHYSICS AND APPLICATIONS : 18th International School on Quantum Electronics (ISQE) - Laser Physics and Applications (SEP 29-OCT 03, 2014). - 2017. - Vol.10445. - Art.UNSP 104452B. - ISBN 978-0-8194-9874-8.
Внешние системы: DOI: 10.1117/12.2280983; WoS: 000411461300083;
Реферат: eng: Transformations of geometric objects are described for offsetting. Free forms based on the perturbation functions have an advantage of spline representation of surfaces, that is, a high degree of smoothness, and an advantage of arbitrary form for a small number of perturbation functions.
Ключевые слова: Blending; Collision Detection; Relations; Offsetting; Perturbation Functions;
Издано: 2017
Конференция: Название: Conference on Fiber Lasers XI - Technology, Systems, and Applications
Город: San Francisco, CA
Страна: USA
Даты проведения: 2014-02-03 - 2014-02-06