File:Estrella hexaédrica de Joel.gif
Estrella_hexaédrica_de_Joel.gif (472 × 433 pixels, file size: 825 KB, MIME type: image/gif, looped, 81 frames, 6.5 s)
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Summary[edit]
| Description |
Español: La estrella hexaédrica: Es un politopo tridimensional cóncavo estrellado que tiene 24 caras exteriores triangulares isósceles de Joel (3s>). Ostenta 8 vértices intermedios y 6 vértices exteriores, para un total de 14 vértices. Posee 12 aristas intermedias, 24 aristas exteriores, para un total de 36 aristas. Triangulo isósceles de Joel es aquel que tiene sus dos lados iguales mayores que el lado desigual se representa = 3s>.
La estrella hexaédrica de Joel pertenece al conjunto de los poliedros estrellados semis regulares. Este poliedro no pertenece al grupo de los poliedros estrellado regulares, simplemente porque sus caras poliédricas no son caras triangulares regulares. La quinta estelación del cubo, está representada por la Estrella Hexaédrica de Joel y la estrella hexaédrica de Joel ampliada. Con el conjunto de los vértices exteriores de la estrella hexaédrica de Joel, se construye perfectamente un octaedro convexo regular imaginario. En el marco de las tres secuencias poliédricas triangulares, descubiertas por el Dominicano José Joel Leonardo, ocupa la posición # 11, L = 11; C = 2L + 2, A = 3L + 3, V = L+3.English: The hexahedral star: It is a starry concave three-dimensional polytope that has 24 isosceles triangular outer faces of Joel (3s>). It has 8 intermediate vertices and 6 exterior vertices, for a total of 14 vertices. It has 12 intermediate edges, 24 outer edges, for a total of 36 edges. Joel's isosceles triangle is one that has its two equal sides greater than the unequal side is represented = 3s>.
Joel's hexahedral star belongs to the set of regular semis star polyhedra. This polyhedron does not belong to the group of regular crashed polyhedra, simply because their polyhedral faces are not regular triangular faces. The fifth stelation of the cube is represented by the Joel Hexahedral Star and the enlarged Joel Hexahedral Star. With the set of the outer vertices of the hexahedral star of Joel, an imaginary regular convex octahedron is perfectly constructed. Within the framework of the three triangular polyhedral sequences, discovered by the Dominican José Joel Leonardo, occupies the position # 11, L = 11; C = 2L + 2, A = 3L + 3, V = L + 3.Français : L'étoile hexaédrique: C'est un polytope tridimensionnel concave étoilé qui a 24 faces externes triangulaires isocèles de Joel (3s>). Il a 8 sommets intermédiaires et 6 sommets extérieurs, pour un total de 14 sommets. Il a 12 bords intermédiaires, 24 bords extérieurs, pour un total de 36 bords. Le triangle isocèle de Joel est celui qui a ses deux côtés égaux plus grands que le côté inégal est représenté = 3s>.
L'étoile hexaédrique de Joel appartient à l'ensemble des polyèdres d'étoiles semi-réguliers. Ce polyèdre n'appartient pas au groupe des polyèdres écrasés réguliers, simplement parce que leurs faces polyédriques ne sont pas des faces triangulaires régulières. La cinquième stèle du cube est représentée par l'étoile hexaédrique Joel et l'étoile hexaédrique Joel agrandie. Avec l'ensemble des sommets extérieurs de l'étoile hexaédrique de Joël, un octaèdre convexe régulier imaginaire est parfaitement construit. Dans le cadre des trois séquences polyédriques triangulaires, découvertes par le dominicain José Joel Leonardo, occupe la position # 11, L = 11; C = 2L + 2, A = 3L + 3, V = L + 3.Italiano: La stella esaedrica: è un politopo tridimensionale concavo stellato che presenta 24 facce esterne triangolari isometriche di Gioele (3s>). Ha 8 vertici intermedi e 6 vertici esterni, per un totale di 14 vertici. Ha 12 bordi intermedi, 24 bordi esterni, per un totale di 36 bordi. Il triangolo isoscele di Joel è uno che ha i suoi due lati uguali maggiori di quello rappresentato è uguale = 3s>.
La stella esaedrica di Joel appartiene all'insieme dei poliedri di stelle semidei regolari. Questo poliedro non appartiene al gruppo dei poliedri schiantati regolari, semplicemente perché le loro facce poliedriche non sono facce triangolari regolari. La quinta stelazione del cubo è rappresentata dalla stella Joel Hexahedral e dalla stella ingrandita Joel Hexahedral. Con l'insieme dei vertici esterni della stella esaedrica di Gioele, un ottaedro convesso regolare immaginario è perfettamente costruito. Nell'ambito delle tre sequenze poliedriche triangolari, scoperte dal domenicano José Joel Leonardo, occupa la posizione # 11, L = 11; C = 2L + 2, A = 3L + 3, V = L + 3. |
| Date | |
| Source | Own work |
| Author | Jose J. Leonard |
https://commons.wikimedia.org/wiki/File:Estrella_Hexaedrica_de_Joel_Ampliada.gif . https://www.geogebra.org/m/Z29Ah2xa https://commons.wikimedia.org/wiki/File:La_estrella_hexa%C3%A9drica_de_Joel_ampliada.jpg. https://www.geogebra.org/classic/xzmjuuca https://www.geogebra.org/m/QwdHJSKM
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| current | 23:21, 26 December 2019 | | 472 × 433 (825 KB) | Jose J. Leonard (talk | contribs) | User created page with UploadWizard |
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