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Semimetal

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252:. Commonly used experimental techniques to investigate band-gap can be sensitive to many things such as the size of the band-gap, electronic structure features (direct versus indirect gap) and also the number of free charge carriers (which can frequently depend on synthesis conditions). Band-gap obtained from transport property modeling is essentially independent of such factors. Theoretical techniques to calculate the electronic structure on the other hand can often underestimate band-gap. 38: 206:, this is true at very low temperatures but at higher temperatures the carrier density increases with temperature giving rise to a semimetal-semiconductor transition. A semimetal also differs from an insulator or semiconductor in that a semimetal's conductivity is always non-zero, whereas a semiconductor has zero conductivity at zero temperature and insulators have zero conductivity even at ambient temperatures (due to a wider band gap). 261: 194:(as more electrons are shifted to the conduction band), before decreasing with intermediate temperatures and then, once again, increasing with still higher temperatures. The semimetallic state is similar to the metallic state but in semimetals both holes and electrons contribute to electrical conduction. With some semimetals, like 189:
and electrons), both the carrier mobilities and carrier concentrations will contribute to the conductivity and these have different temperature dependencies. Ultimately, it is observed that the conductivity of insulators and semiconductors increase with initial increases in temperature above
319:, semimetals have charge carriers of both types (holes and electrons), so that one could also argue that they should be called 'double-metals' rather than semimetals. However, the charge carriers typically occur in much smaller numbers than in a real metal. In this respect they resemble 247:
VAl for example, was historically thought of as a semi-metal (with a negative gap ~ -0.1 eV) for over two decades before it was actually shown to be a small-gap (~ 0.03 eV) semiconductor using self-consistent analysis of the transport properties, electrical resistivity and
343:. They also have small effective masses for both holes and electrons because the overlap in energy is usually the result of the fact that both energy bands are broad. In addition they typically show high 499:
Anand, Shashwat; Gurunathan, Ramya; Soldi, Thomas; Borgsmiller, Leah; Orenstein, Rachel; Snyder, Jeff (2020). "Thermoelectric transport of semiconductor full-Heusler VFe2Al".
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Classification of a material either as a semiconductor or a semimetal can become tricky when it has extremely small or slightly negative band-gaps. The well-known compound Fe
157:) than that of a semiconductor (e.g., < 4 eV). Because of the slight overlap between the conduction and valence bands, semimetals have no band gap and a small 612:
Reed, Evan J.; Manaa, M. Riad; Fried, Laurence E.; Glaesemann, Kurt R.; Joannopoulos, J. D. (2007). "A transient semimetallic layer in detonating nitromethane".
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Wang, Yang; N. Mansour; A. Salem; K.F. Brennan & P.P. Ruden (1992). "Theoretical study of a potential low-noise semimetal-based avalanche photodetector".
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are typically not considered metalloids. Transient semimetal states have been reported at extreme conditions. It has been recently shown that some
165:. A metal, by contrast, has an appreciable density of states at the Fermi level because the conduction band is partially filled. 308:
The figure is schematic, showing only the lowest-energy conduction band and the highest-energy valence band in one dimension of
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In a semimetal, the bottom of the conduction band is typically situated in a different part of momentum space (at a different
483: 181:. With a metal, the conductivity decreases with increases in temperature (due to increasing interaction of electrons with 713: 214:
To classify semiconductors and semimetals, the energies of their filled and empty bands must be plotted against the
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more closely. This explains why the electrical properties of semimetals are partway between those of metals and
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but the terms semimetal and metalloid are not synonymous. Semimetals, in contrast to metalloids, can also be
149:. In insulators and semiconductors the filled valence band is separated from an empty conduction band by a 312:(or k-space). In typical solids, k-space is three-dimensional, and there are an infinite number of bands. 264:
This diagram illustrates a direct semiconductor (A), an indirect semiconductor (B), and a semimetal (C).
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the conduction of electrons depends on the periodicity of the crystal lattice in different directions.
92: 50: 17: 202:, there is a temperature-independent carrier density below room temperature (as in metals) while, in 185:(lattice vibrations)). With an insulator or semiconductor (which have two types of charge carriers – 122: 42: 320: 336: 178: 138: 100: 80: 648: 274: 449: 119: 660: 621: 578: 543: 340: 300: 8: 454: 412: 348: 249: 173:
The insulating/semiconducting states differ from the semimetallic/metallic states in the
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As semimetals have fewer charge carriers than metals, they typically have lower
91:; however, in semiconductors the bands are near enough to the Fermi level to be 444: 324: 309: 130: 702: 434: 233: 219: 191: 186: 142: 96: 84: 680: 590: 154: 126: 344: 226: 174: 162: 134: 70: 232:) than the top of the valence band. One could say that a semimetal is a 512: 429: 388: 37: 31: 672: 633: 555: 380: 118:
is a material with a small energy overlap between the bottom of the
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for a certain energy in the material listed. The shade follows the
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Filling of the electronic states in various types of materials at
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Wallace, P.R. (1947). "The Band Theory of Graphite".
240:, although they are seldom described in those terms. 647:Bubnova, Olga; Zia, Ullah Khan; Wang, Hui (2014). 700: 646: 387:. The first two (As, Sb) are also considered 27:Metal with a small negative indirect band-gap 45:. Here, height is energy while width is the 284:a semiconductor with an indirect gap (like 218:of conduction electrons. According to the 168: 478:. Academic Press, Inc. pp. 339–40. 273:a semiconductor with a direct gap (e.g. 259: 36: 568: 14: 701: 359:The classic semimetallic elements are 330: 473: 354: 536:IEEE Journal of Quantum Electronics 79:lies inside at least one band. In 24: 347:susceptibilities and high lattice 25: 730: 209: 501:Journal of Materials Chemistry C 268:Schematically, the figure shows 640: 605: 562: 527: 492: 467: 137:, solids can be classified as 13: 1: 460: 129:, but they do not overlap in 255: 104: 87:the Fermi level is inside a 7: 418: 47:density of available states 10: 735: 425:Charge-transfer insulators 415:can behave as semimetals. 29: 321:degenerate semiconductors 714:Condensed matter physics 649:"Semi-Metallic Polymers" 101:intrinsic semiconductors 51:Fermi–Dirac distribution 30:Not to be confused with 179:electrical conductivity 99:. "intrin." indicates 61:: no state filled). In 591:10.1103/PhysRev.71.622 474:Burns, Gerald (1985). 341:thermal conductivities 275:copper indium selenide 265: 169:Temperature dependency 135:electronic band theory 111: 57:: all states filled, 301:alkaline earth metals 263: 40: 349:dielectric constants 177:dependency of their 665:2014NatMa..13..190B 626:2008NatPh...4...72R 583:1947PhRv...71..622W 548:1992IJQE...28..507W 507:(30): 10174–10184. 476:Solid State Physics 455:Solid-state physics 413:conductive polymers 331:Physical properties 250:Seebeck coefficient 125:and the top of the 93:thermally populated 513:10.1039/D0TC02659J 393:chemical compounds 355:Classic semimetals 291:a semimetal (like 266: 112: 95:with electrons or 485:978-0-12-146070-9 397:mercury telluride 315:Unlike a regular 159:density of states 145:, semimetals, or 109: 16:(Redirected from 726: 693: 692: 673:10.1038/nmat3824 653:Nature Materials 644: 638: 637: 634:10.1038/nphys806 609: 603: 602: 566: 560: 559: 556:10.1109/3.123280 531: 525: 524: 496: 490: 489: 471: 238:indirect bandgap 236:with a negative 216:crystal momentum 105: 21: 734: 733: 729: 728: 727: 725: 724: 723: 699: 698: 697: 696: 645: 641: 610: 606: 571:Physical Review 567: 563: 532: 528: 497: 493: 486: 472: 468: 463: 421: 375:(gray tin) and 357: 333: 306: 280: 258: 246: 212: 171: 133:. According to 110: 78: 35: 28: 23: 22: 15: 12: 11: 5: 732: 722: 721: 716: 711: 695: 694: 639: 614:Nature Physics 604: 577:(9): 622–634. 561: 542:(2): 507–513. 526: 491: 484: 465: 464: 462: 459: 458: 457: 452: 447: 445:Mott insulator 442: 437: 432: 427: 420: 417: 356: 353: 332: 329: 325:semiconductors 310:momentum space 305: 304: 289: 282: 278: 270: 257: 254: 244: 211: 210:Classification 208: 170: 167: 143:semiconductors 131:momentum space 85:semiconductors 76: 26: 9: 6: 4: 3: 2: 731: 720: 717: 715: 712: 710: 707: 706: 704: 690: 686: 682: 678: 674: 670: 666: 662: 658: 654: 650: 643: 635: 631: 627: 623: 619: 615: 608: 600: 596: 592: 588: 584: 580: 576: 572: 565: 557: 553: 549: 545: 541: 537: 530: 522: 518: 514: 510: 506: 502: 495: 487: 481: 477: 470: 466: 456: 453: 451: 448: 446: 443: 441: 438: 436: 435:Hubbard model 433: 431: 428: 426: 423: 422: 416: 414: 410: 406: 402: 398: 394: 390: 386: 382: 378: 374: 370: 366: 362: 352: 350: 346: 342: 338: 328: 326: 322: 318: 313: 311: 302: 298: 294: 290: 287: 283: 276: 272: 271: 269: 262: 253: 251: 241: 239: 235: 234:semiconductor 231: 229: 223: 221: 220:Bloch theorem 217: 207: 205: 201: 197: 193: 192:absolute zero 188: 184: 180: 176: 166: 164: 160: 156: 152: 148: 144: 140: 136: 132: 128: 124: 121: 117: 108: 102: 98: 94: 90: 86: 82: 75: 72: 68: 64: 60: 56: 52: 48: 44: 39: 33: 19: 659:(2): 190–4. 656: 652: 642: 620:(1): 72–76. 617: 613: 607: 574: 570: 564: 539: 535: 529: 504: 500: 494: 475: 469: 399:(HgTe), and 358: 334: 314: 307: 267: 242: 227: 224: 213: 172: 127:valence band 115: 113: 73: 66: 58: 54: 345:diamagnetic 175:temperature 163:Fermi level 71:Fermi level 43:equilibrium 703:Categories 461:References 430:Half-metal 395:, such as 389:metalloids 337:electrical 139:insulators 120:conduction 81:insulators 67:semimetals 32:Half-metal 18:Semi-metal 709:Materials 689:205409397 521:225448662 381:allotrope 256:Schematic 116:semimetal 681:24317188 599:53633968 450:Nonmetal 419:See also 409:graphite 377:graphite 365:antimony 299:and the 297:graphite 295:(Sn) or 200:antimony 151:band gap 89:band gap 661:Bibcode 622:Bibcode 579:Bibcode 544:Bibcode 405:bismuth 369:bismuth 361:arsenic 286:silicon 277:(CuInSe 230:-vector 204:bismuth 196:arsenic 183:phonons 161:at the 719:Metals 687:  679:  597:  519:  482:  407:, and 385:carbon 147:metals 63:metals 685:S2CID 595:S2CID 517:S2CID 440:Metal 379:, an 317:metal 288:(Si)) 187:holes 97:holes 59:white 55:black 677:PMID 480:ISBN 371:, α- 339:and 198:and 123:band 107:edit 83:and 69:the 65:and 669:doi 630:doi 587:doi 552:doi 509:doi 401:tin 383:of 373:tin 293:tin 705:: 683:. 675:. 667:. 657:13 655:. 651:. 628:. 616:. 593:. 585:. 575:71 573:. 550:. 540:28 538:. 515:. 503:. 403:, 367:, 363:, 351:. 327:. 303:). 281:)) 155:eV 141:, 114:A 103:. 691:. 671:: 663:: 636:. 632:: 624:: 618:4 601:. 589:: 581:: 558:. 554:: 546:: 523:. 511:: 505:8 488:. 279:2 245:2 228:k 77:F 74:E 53:( 34:. 20:)

Index

Semi-metal
Half-metal

equilibrium
density of available states
Fermi–Dirac distribution
metals
semimetals
Fermi level
insulators
semiconductors
band gap
thermally populated
holes
intrinsic semiconductors
edit
conduction
band
valence band
momentum space
electronic band theory
insulators
semiconductors
metals
band gap
eV
density of states
Fermi level
temperature
electrical conductivity

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