WikiDer > Sakkiz qirrali bipiramida - Vikipediya
| Sakkiz qirrali bipiramida | |
|---|---|
| Turi | bipiramida |
| Yuzlar | 16 uchburchaklar |
| Qirralar | 24 |
| Vertices | 10 |
| Schläfli belgisi | { } + {8} |
| Kokseter diagrammasi | |
| Simmetriya guruhi | D.8 soat, [8,2], (* 228), buyurtma 32 |
| Qaytish guruhi | D.8, [8,2]+, (228), buyurtma 16 |
| Ikki tomonlama ko'pburchak | sekizgen prizma |
| Yuzni sozlash | V4.4.8 |
| Xususiyatlari | qavariq, yuzma-o'tish |
The sakkiz qirrali bipiramida ning cheksiz to'plamlaridan biridir bipiramidalar, cheksizga qo'shaloq prizmalar. Agar sakkiz qirrali bipiramida bo'lishi kerak bo'lsa yuzma-o'tish, barcha yuzlar bo'lishi kerak yonbosh uchburchaklar. 16 tomonlama zarlar ko'pincha sakkiz qirrali bipiramidalardir.
Tasvirlar
Uni [4,2], * 422 simmetriyasining asosiy sohalarini ifodalovchi sharga plitka sifatida chizish mumkin:
Bilan bog'liq polyhedra
| Ism | Digonal bipiramida | Uchburchak bipiramida (J12) | Kvadrat bipiramida (O) | Besh qirrali bipiramida (J13) | Olti burchakli bipiramida | Geptagonal bipiramida | Sakkiz qirrali bipiramida | Enneagonal bipiramida | Dekagonal bipiramida | ... | Apeirogonal bipiramida |
|---|---|---|---|---|---|---|---|---|---|---|---|
| Polyhedron rasm | ... | ||||||||||
| Sferik plitka rasm | Samolyotga plitka qo'yish rasm | ||||||||||
| Yuzni sozlash | V2.4.4 | V3.4.4 | V4.4.4 | V5.4.4 | V6.4.4 | V7.4.4 | V8.4.4 | V9.4.4 | V10.4.4 | ... | V∞.4.4 |
| Kokseter diagrammasi | ... |
| *nOmnitruncated plitkalarning 42 simmetriya mutatsiyasi: 4.8.2n | ||||||||
|---|---|---|---|---|---|---|---|---|
| Simmetriya *n42 [n, 4] | Sharsimon | Evklid | Yilni giperbolik | Parakomp. | ||||
| *242 [2,4] | *342 [3,4] | *442 [4,4] | *542 [5,4] | *642 [6,4] | *742 [7,4] | *842 [8,4]... | *∞42 [∞,4] | |
| Hamma narsa shakl | 4.8.4 | 4.8.6 | 4.8.8 | 4.8.10 | 4.8.12 | 4.8.14 | 4.8.16 | 4.8.∞ |
| Hamma narsa duallar | V4.8.4 | V4.8.6 | V4.8.8 | V4.8.10 | V4.8.12 | V4.8.14 | V4.8.16 | V4.8.∞ |
Tashqi havolalar
- Vayshteyn, Erik V. "Dipiramida". MathWorld.
- Virtual haqiqat Polyhedra Polyhedra ensiklopediyasi
- VRML modellar <8>
- Polyhedra uchun Conway notation Sinab ko'ring: dP8
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