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Exploration and Optimization of Tellurium‐Based Thermoelectrics

Exploration and Optimization of Tellurium‐Based Thermoelectrics

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Chapter 7. Layered Ternary Structures in (SnTe)x(Bi2Te3)y<br />

7.1. Introduction to Layered Bismuth Tellurides<br />

Since the discovery in the 1950s <strong>of</strong> bismuth telluride’s thermoelectric potential, researchers<br />

have been attempting to underst<strong>and</strong> why Bi2Te3 is such an effective TE material <strong>and</strong> exp<strong>and</strong>ing on ways<br />

to further improve it. With all <strong>of</strong> the studies performed, Bi2Te3 <strong>and</strong> its composites warrant a book <strong>of</strong><br />

their own. Now with respect to thermoelectrics, one can consider such contributions as solid solution<br />

work like (Sb,Bi)2Te3 or Bi2(Se,Te)3, [13] extensive studies on doping, [166‐168] crystal structures, [169]<br />

calculations, [170, 171] phase diagrams <strong>and</strong> <strong>of</strong> course, physical properties such as Seebeck coefficient <strong>and</strong><br />

charge carrier concentration (Hall measurements). [81, 166, 167] Recent efforts towards nanoscopic studies<br />

have produced thin films, nanowires, nanocrystals <strong>and</strong> numerous other property‐related studies. [172‐175]<br />

In this chapter, new compounds with similar features are formed based on the parent Bi2Te3 structure<br />

by combining it with other (in this case) binaries expecting the child compounds to show similar<br />

characteristics <strong>and</strong> therefore similar, possibly enhanced physical properties.<br />

Bi2Te3 is a layered compound <strong>of</strong> the rhombohedral space group 3. Forming perpendicular to<br />

the c‐axis, are alternating layers <strong>of</strong> covalently bonded Bi <strong>and</strong> Te atoms in five segments (a block) starting<br />

[169, 176]<br />

<strong>and</strong> ending with Te: Te–Bi–Te–Bi–Te. The Bi–Te bond lengths in this layer are 3.07 <strong>and</strong> 3.26 Å.<br />

The interactions between blocks are predominantly van der Waals forces. A Te–Te van der Waals<br />

interaction <strong>of</strong> 3.65 Å connects the blocks in a stacked structure. This can be seen on the left side <strong>of</strong><br />

Figure 7.1 displayed below.<br />

The search for related layered compounds led to investigations into the (TtQ)x(Pn2Q3)y (Tt = Ge,<br />

Sn, Pb; Pn = Sb, Bi; Q = Se, [177] Te) materials, where x <strong>and</strong> y are integers. The resulting studies uncover a<br />

series <strong>of</strong> increasingly longer unit cells with similar layering to that <strong>of</strong> bismuth telluride. Further<br />

discussion regarding layering in the crystal structures is discussed below. It has since been postulated<br />

that the lead‐based system’s phase diagram [178, 179] includes (PbTe)‐(Bi2Te3), (PbTe)‐(Bi2Te3)2, (PbTe)‐<br />

(Bi2Te3)3, (PbTe)2‐(Bi2Te3) <strong>and</strong> arguably (PbTe)‐(Bi2Te3)4 which can be written as proper ternary<br />

compounds: PbBi2Te4, PbBi4Te7, PbBi6Te10, Pb2Bi2Te5, <strong>and</strong> PbBi8Te13 respectively. Due to the extensive<br />

layering along the c‐axis <strong>and</strong> the widespread occurrence <strong>of</strong> heavy p‐block elements, said structures may<br />

have potential for thermoelectric applications. [16] Though crystal structures have been predicted for this<br />

system, ordering beyond PbBi2Te4 cannot be verified due to the indistinguishable nature <strong>of</strong> Pb versus Bi<br />

in XRD studies – a feature that could be more apparent in the Sn‐Bi‐Te system. Though many <strong>of</strong> the<br />

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