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Triangular bifrustum

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Yoo, Hyojong; Millstone, Jill E.; Li, Shuzhou; Jang, Jae-Won; Wei, Wei; Wu, Jinsong; Schatz, George C.; Mirkin, Chad A. (2009), "Core–Shell Triangular Bifrustums",
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Haji-Akbari, Amir; Chen, Elizabeth R.; Engel, Michael; Glotzer, Sharon C. (2013), "Packing and self-assembly of truncated triangular bipyramids",
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A truncated triangular bipyramid can be constructed by connecting two stacked regular
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and truncating the polar axis vertices, making it into two end-to-end
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For instance, Haji-Akbari et al. use it in the latter sense: see
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Polyhedron created by truncating a triangular bipyramid
200:around the sides. This represents a portion of the 128: 118: 106: 84: 74: 64: 45: 35: 21: 189:. It appears as the form of certain nanocrystals. 181:This polyhedron can be constructed by taking a 8: 136: 27: 352: 244: 222: 154:is the second in an infinite series of 299:Handbook of Less-Common Nanostructures 18: 7: 202:gyrated alternated cubic honeycomb 14: 166:faces. It may also be called the 208: 296:; Ortiz-Mendez, Ubaldo (2012), 168:truncated triangular bipyramid 113:Elongated triangular bipyramid 1: 380:Conway Notation for Polyhedra 294:Kharissova, Oxana Vasilievna 412: 302:, CRC Press, p. 466, 263:10.1103/physreve.88.012127 135: 26: 174:all five vertices of a 292:Kharisov, Boris I.; 183:triangular bipyramid 176:triangular bipyramid 158:polyhedra. It has 6 152:triangular bifrustum 22:Triangular bifrustum 337:2009NanoL...9.3038Y 255:2013PhRvE..88a2127H 345:10.1021/nl901513g 144: 143: 403: 367: 365: 356: 331:(8): 3038–3041, 320: 314: 312: 289: 283: 281: 248: 227: 212: 196:with 3 pairs of 140: 102: 31: 19: 411: 410: 406: 405: 404: 402: 401: 400: 386: 385: 376: 371: 370: 322: 321: 317: 310: 291: 290: 286: 230: 228: 224: 219: 108:Dual polyhedron 100: 90: 56: 17: 12: 11: 5: 409: 407: 399: 398: 388: 387: 384: 383: 375: 374:External links 372: 369: 368: 315: 308: 284: 221: 220: 218: 215: 214: 213: 142: 141: 133: 132: 126: 125: 120: 116: 115: 110: 104: 103: 95: 88: 86:Symmetry group 82: 81: 78: 72: 71: 68: 62: 61: 49: 43: 42: 37: 33: 32: 24: 23: 15: 13: 10: 9: 6: 4: 3: 2: 408: 397: 394: 393: 391: 381: 378: 377: 373: 364: 360: 355: 350: 346: 342: 338: 334: 330: 326: 319: 316: 311: 309:9781439853436 305: 301: 300: 295: 288: 285: 280: 276: 272: 268: 264: 260: 256: 252: 247: 242: 239:(1): 012127, 238: 234: 226: 223: 216: 211: 207: 206: 205: 203: 199: 195: 190: 188: 184: 179: 177: 173: 169: 165: 161: 157: 153: 149: 139: 134: 131: 127: 124: 121: 117: 114: 111: 109: 105: 101: 99: 94: 89: 87: 83: 79: 77: 73: 69: 67: 63: 60: 54: 50: 48: 44: 41: 38: 34: 30: 25: 20: 328: 325:Nano Letters 324: 318: 298: 287: 236: 233:Phys. Rev. E 232: 225: 191: 180: 167: 151: 145: 97: 92: 382:Try: t3dP3 217:References 198:tetrahedra 172:truncating 119:Properties 53:trapezoids 396:Polyhedra 246:1304.3147 194:octahedra 160:trapezoid 156:bifrustum 59:triangles 40:Bifrustum 390:Category 363:19603815 271:23944434 187:frustums 164:triangle 148:geometry 76:Vertices 354:3930336 333:Bibcode 279:8184675 251:Bibcode 361:  351:  306:  277:  269:  162:and 2 150:, the 123:convex 275:S2CID 241:arXiv 66:Edges 47:Faces 359:PMID 304:ISBN 267:PMID 36:Type 349:PMC 341:doi 259:doi 146:In 130:Net 392:: 357:, 347:, 339:, 327:, 273:, 265:, 257:, 249:, 237:88 235:, 204:. 178:. 70:15 57:2 51:6 366:. 343:: 335:: 329:9 313:. 282:. 261:: 253:: 243:: 98:h 96:3 93:D 80:9 55:,

Index


Bifrustum
Faces
trapezoids
triangles
Edges
Vertices
Symmetry group
D3h
Dual polyhedron
Elongated triangular bipyramid
convex
Net

geometry
bifrustum
trapezoid
triangle
truncating
triangular bipyramid
triangular bipyramid
frustums
octahedra
tetrahedra
gyrated alternated cubic honeycomb

arXiv
1304.3147
Bibcode
2013PhRvE..88a2127H

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