Packing Oblique 3D Objects
Pankratov, Alexander y Romanova, Tatiana y Litvinchev, Igor (2020) Packing Oblique 3D Objects. Mathematics, 8 (7). pp. 1-16. ISSN 2227-7390
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Texto
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URL o página oficial: http://doi.org/10.3390/math8071130
Resumen
Packing irregular 3D objects in a cuboid of minimum volume is considered. Each object is composed of a number of convex shapes, such as oblique and right circular cylinders, cones and truncated cones. New analytical tools are introduced to state placement constraints for oblique shapes. Using the phi-function technique, optimized packing is reduced to a nonlinear programming problem. Novel solution approach is provided and illustrated by numerical examples.
Tipo de elemento: | Article | ||||||||||||
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Palabras claves no controlados: | packing, irregular 3D objects, quasi-phi-function s, nonlinear optimization. | ||||||||||||
Materias: | Q Ciencia > QA Matemáticas, Ciencias computacionales | ||||||||||||
Divisiones: | Ingeniería Mecánica y Eléctrica | ||||||||||||
Usuario depositante: | Editor Repositorio | ||||||||||||
Creadores: |
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Fecha del depósito: | 02 Jun 2022 20:32 | ||||||||||||
Última modificación: | 02 Sep 2022 18:27 | ||||||||||||
URI: | http://eprints.uanl.mx/id/eprint/23338 |
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