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            3.2. Metallic Structures and Properties

            intermetallic compounds with this structure include Ag 5 Zn 8 ,Cu 9 Al 4 ,Cu 31 Sn 8 ,
            Na 31 Pb 8 ,Rh 5 Zn 21 , and Pt 5 Zn 21 . Additional zinc may continue to dissolve in this
            phase until a concentration of ca. 75% Zn is reached, which results in the final hcp
            phase referred to as e-brass, CuZn 3 (n ¼ 1.75). Other intermetallic compounds that
            share this structure include AgZn 3 ,Ag 5 Al 3 ,Cu 3 Sn, and Cu 3 Si. Beyond this concen-
            tration, additional zinc results in the hcp  -brass phase which is no longer considered
            an alloy, but pure Zn with n ¼ 2. Only the a and b phases are useful alloys; the
            others are too hard and/or brittle. These various intermetallic structures are often
            called electron compounds or Hume-Rothery phases since they are governed by the
            ratio of # electrons: # atoms.
              In addition to exhibiting simple ionic structures (e.g., CsCl, NaCl, CaF 2 , etc.) or
            those of electron compounds, intermetallics may pack according to their atomic
            sizes. For instance, Laves phases (also known as Frank-Kasper phases) are interme-
            tallic compounds whose structures are governed primarily by atomic radii ratios.
            These compounds are of form “AM 2 ”, where A is a larger metal than B and possess a
            tetrahedral framework formed by Cu, Zn, or Ni. There are three primary motifs for
            Laves phases (Figure 3.31): MgCu 2 (A:M radius ratio of 1.25; e.g., CaPt 2 , HfCo 2 ,
            CeCo 2 , BaPt 2 , CsBi 2 , PbAu 2 , LaPt 2 ,VIr 2 , ZrFe 2 , etc.), MgZn 2 (A:M radius ratio of
            1.17; e.g., BaMg 2 , b-FeBe 2 , TaFe 2 , MoFe 2 , WBe 2 , ZrRu 2 , TiCr 2 , TaCoCr, LiOs 2 ,
            TiFe 2 , etc.), and MgNi 2 (A:M radius ratio of 1.28). There also exist mixed Laves
            phases of type A(M’M ), where M’ and M are Cu, Ag, Zn, Al, or Si. For
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            these structures, increasing electron concentration favors the Laves phases in the


            order MgCu 2 (1.33–1.8 e /atom), MgNi 2 (1.7–1.9 e /atom), and MgZn 2 (ca. > 1.9

            e /atom). AB 5 intermetallic structures such as AuBe 5 ,LuMn 5 , and MgSnCu 4 are
            also Laves phases related to either MgCu 2 or MgZn 2 , with two arrays of Mg sites
            occupied equally by the two metals.
              A structural motif for intermetallic compounds that contain a Group I/II and late
            transition metal are known as Zintl phases. Unlike other metallic alloys, these
            compounds are typically diamagnetic insulators, with a high degree of brittleness.
            Though late transition metals have similar electronegativities to those of the late
            main group elements, it has only recently been accepted that transition metal atoms
            present in alloys such as CsAu, K 34 In 96.19 Au 8.81 ,Yb 3 Ag 2 ,Ca 5 Au 4 , and Ca 3 Hg 2 exist

            as Zintl anions of form M , [M-M] , etc. [13]  However, the anions of late transition
                                        4
            metal elements behave differently than their late main group counterparts (e.g.,
            halides), exhibiting covalent bonding within alloys when their p-shells are partially
            filled.

              The Zintl compound NaTl features a diamond lattice of Tl anions with Na +
            cations in tetrahedral interstitial sites. However, unlike most other Zintl compounds
            that are insulators, NaTl does not have a bandgap and exhibits metallic conductiv-
            ity. [14]  Insulating half-Heusler compounds of form AML (where A ¼ Grp. 3 such as
            Sc, Y; M ¼ late transition metal such as Ni, Pd, Au; L ¼ heavy main group atom of
            Grp. 14/15 such as As, Sn, Sb, Pb, Bi) are structurally related to NaTl, with M and L
            forming a zincblende lattice and A atoms occupying 1/2 of the 10-coordinate sites
                                                              [15]
            defined by a M 4 tetrahedron and L 6 octahedron (Figure 3.32).
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