Chemistry Labs

Problem 1

New catalysts for stereoregular polymerisation prompted the study of the system A–B, where A = Te(cryst.) and B = TeClX4+4 AlClX3\ce{TeCl4 + 4AlCl3} (an analogue of Te[AlClX4]X4\ce{Te[AlCl4]4}, which cannot be isolated). Interaction of A and B gives three compounds I, II, III for initial mixtures containing 77.8, 87.5 and 91.7 mol % of A respectively. For II and III no side products form; formation of I releases 1 mol of volatile TeClX4\ce{TeCl4} per 2 mol of I. I and II are pinkish-purple, dissociate into three ions in molten NaAlClX4\ce{NaAlCl4}, and have molar masses 1126±431126 \pm 43 and 867±48867 \pm 48 g mol⁻¹ (cryoscopy in NaAlClX4\ce{NaAlCl4}). Each shows a single IR band at 133 cm⁻¹ assigned to a Te–Te bond, and a single 27Al^{27}\ce{Al} NMR signal of tetrahedral Al, at different shifts for I and II. (1.1) Determine the minimal Te : Al : Cl ratio for I, II, III. (1.2) Write the molecular formulae of I and II. (1.3) Give the cation and anion formulae in I and II. (1.4) Describe the stereochemistry of the ions, assuming the cations are inorganic aromatic systems. (1.5) Which compound is thermally more stable, given AlClX3\ce{AlCl3} is volatile? (1.6) Write the reaction converting one compound into the other on heating.
Step 3 of 4: Ions in the two salts
Intuition

The square-planar [Te₄]²⁺ ring is the classic 6 π-electron inorganic aromatic — the Te atoms are equivalent and only Te–Te vibrations appear in the IR.

I: [TeX4]2+ 2[AlX2ClX7]−;II: [TeX4]2+ 2[AlClX4]−\mathrm{I}:\ [\ce{Te4}]^{2+}\ 2[\ce{Al2Cl7}]^{-};\qquad \mathrm{II}:\ [\ce{Te4}]^{2+}\ 2[\ce{AlCl4}]^{-}
Analysis

Both compounds dissociate into three ions and share the same colour, so they contain the same cation. The single Te–Te IR band and all-equivalent Te atoms fit a symmetric TeX4\ce{Te4} cluster; charge balance forces [TeX4]2+[\ce{Te4}]^{2+} with two monoanions. For II the only sensible tetrahedral monoanion is [AlClX4]−[\ce{AlCl4}]^{-}; for I the extra AlClX3\ce{AlCl3} units build [AlX2ClX7]−[\ce{Al2Cl7}]^{-} (two corner-sharing tetrahedra), consistent with a different 27Al^{27}\ce{Al} shift.