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Studies of the heavier \(d\) -block metals are often used to introduce students to (a) metal-metal bonding, (b) high coordination numbers, (c) metal halo clusters and (d) polyoxometallates. Write an account of each topic, and include examples that illustrate why the first row metals are not generally as relevant as their heavier congeners for discussing these topics.

Short Answer

Expert verified
Heavier \(d\)-block metals are more relevant due to their ability to form strong metal-metal bonds, accommodate higher coordination numbers, create complex metal halo clusters, and form stable polyoxometallates, which first-row metals struggle to achieve.

Step by step solution

01

Understanding Metal-Metal Bonding

Metal-metal bonding refers to the direct interaction between metal atoms within a molecule or solid. In the heavier \(d\)-block metals such as ruthenium, osmium, or rhenium, metal-metal bonds often occur due to their ability to form multiple oxidation states and have larger atomic orbitals which facilitate overlapping. For example, the metal-metal multiple bonds in compounds like Re-Re quadruple bonds are more stable compared to first-row metals like titanium or vanadium, as these lighter elements have smaller atomic orbitals that lead to weaker interactions.
02

Examining High Coordination Numbers

Coordination number refers to the number of ligand donor atoms bonded to a central atom/ion. Heavier \(d\)-block metals like molybdenum and tungsten can achieve higher coordination numbers (e.g., 7 or 8), due to their larger atomic size and electron availability, which allows them to accommodate more ligands. For instance, molybdenum in the enzyme nitrogenase often exhibits coordination numbers higher than 6. In contrast, first-row metals like chromium typically have fewer coordination sites due to their smaller size and higher energy-filled valence shells.
03

Exploring Metal Halo Clusters

Metal halo clusters involve complexes where metal atoms are bridged by halogen ligands. Heavier \(d\)-block metals like niobium and tantalum form extensive metal halo clusters because they have the ability to delocalize electrons across the cluster, stabilizing the complex. An example is [Nb6Cl12]2-, where niobium forms a cluster with chloride ligands. First-row metals, due to their smaller radii and higher electronegativity, typically do not form stable clusters of such complexity and size.
04

Understanding Polyoxometallates

Polyoxometallates (POMs) consist of metal-oxygen clusters with multiple metal centers linked through shared oxygen atoms. Heavier \(d\)-block metals like tungsten or molybdenum form robust POM structures, leveraging their high oxidation states and large radii to form stable oxo-ligand networks. Compounds like Keggin and Dawson are classic examples of molybdenum or tungsten POMs. However, first-row metals such as vanadium may form analogous structures but are less stable and diverse due to their inability to effectively stabilize the high oxidation states seen in heavier congeners.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Metal-Metal Bonding
Metal-metal bonding is a fascinating area of chemistry that involves the direct interaction between metal atoms in a molecule or solid. This type of bonding is notably prominent in heavier \(d\)-block metals, such as ruthenium, osmium, and rhenium.
These metals can form stable and multiple metal-metal bonds because their larger atomic orbitals allow for significant overlap. This overlap facilitates strong interactions that are often less prevalent in lighter first-row metals.
For instance, rhenium is known for its ability to form Re-Re quadruple bonds. These bonds are much more stable compared to those in first-row metals like titanium or vanadium. The smaller atomic orbitals of lighter metals mean less effective overlap and consequently weaker interactions.
In summary, the heavier \(d\)-block metals exhibit stronger and more stable metal-metal bonding due to their ability to form multiple oxidation states and larger atomic orbitals.
High Coordination Numbers
Coordination numbers represent the total number of ligand donor atoms that are bonded to a central metal atom or ion. Heavier \(d\)-block metals, like molybdenum and tungsten, can achieve notably high coordination numbers, such as 7 or 8.
This higher coordination ability is attributed to their larger atomic size and available electrons, which allow them to accommodate more ligands.
For example, molybdenum, which plays a crucial role in nitrogenase enzymes, often has a coordination number greater than 6. First-row metals, like chromium, struggle to reach such high coordination figures due to their smaller sizes and filled valence shells that increase their energy, reducing their capacity to host multiple ligands.
Understanding these unique coordination capabilities of heavier metals helps explain their varied roles in complex biological and chemical systems.
Metal Halo Clusters
Metal halo clusters are complexes where metal atoms are interconnected through halogen ligands. Heavier \(d\)-block metals, such as niobium and tantalum, are particularly proficient at forming extensive metal halo clusters.
This proficiency is due to their ability to delocalize electrons across the cluster, which effectively stabilizes the complex.
A perfect example is the cluster \([\text{Nb}_6\text{Cl}_{12}]^{2-}\), where niobium atoms form a stable bridge with chloride ligands. The smaller radii and higher electronegativity of first-row metals make it challenging for them to form clusters with the same level of complexity and size.
These clusters represent a unique way in which heavier \(d\)-block metals demonstrate their bonding flexibility and stability.
Polyoxometallates
Polyoxometallates (POMs) are intriguing clusters of metal-oxygen units featuring multiple metal centers bonded through shared oxygen atoms. Heavier \(d\)-block metals, like tungsten and molybdenum, are particularly adept at forming robust POMs because they can achieve high oxidation states and have larger atomic radii.
Classic POM structures include the Keggin and Dawson types, which often feature molybdenum or tungsten.
These robust structures can effectively use their high oxidation states to form a stable network with oxo-ligands.
While first-row metals, such as vanadium, can form similar structures, they tend to be less stable and diverse due to their limited ability to stabilize high oxidation states compared to their heavier analogs.
Polyoxometallates are highly valued in research for their unique properties, including catalysis and electrochemical applications, making them a critical area of study in inorganic chemistry.

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Most popular questions from this chapter

When \(\mathrm{RhBr}_{3}\) in the presence of \(\mathrm{MePh}_{2}\) As is treated with \(\mathrm{H}_{3} \mathrm{PO}_{2},\) a monomeric compound \(\mathrm{X}\) is formed. \(\mathrm{X}\) contains \(2 \mathrm{Br}\) and \(3 \mathrm{MePh}_{2}\) As per \(\mathrm{Rh},\) and is a non-electrolyte. Its IR spectrum has a band at \(2073 \mathrm{cm}^{-1},\) and the corresponding band if the complex is made using \(\mathrm{D}_{3} \mathrm{PO}_{2}\) in a deuterated solvent is \(1483 \mathrm{cm}^{-1} .\) Spectrophotometric titration of \(\mathbf{X}\) with \(\mathrm{Br}_{2}\) shows that one molecule of \(\mathbf{X}\) reacts with one molecule of \(\mathrm{Br}_{2} ;\) treating the product with excess mineral acid regenerates \(\mathrm{RhBr}_{3} .\) What can you conclude about the products?

'The group 12 metals differ significantly from the \(d\) -block metals in groups \(4-11\) '. Discuss this statement.

When \(\mathrm{K}_{2}\left[\mathrm{OsCl}_{4}\right]\) is heated with \(\mathrm{NH}_{3}\) under pressure, compound \(\mathbf{A}\) of composition \(\mathrm{Os}_{2} \mathrm{Cl}_{5} \mathrm{H}_{24} \mathrm{N}_{9}\) is isolated. Treatment of a solution of A with HI precipitates a compound in which three of the five chlorines have been replaced by iodine. Treating \(1 \mathrm{mmol}\) of \(\mathrm{A}\) with \(\mathrm{KOH}\) releases \(9 \mathrm{mmol} \mathrm{NH}_{3}\). Compound \(\mathbf{A}\) is diamagnetic and none of the stronger absorption bands in the IR spectrum is Raman active. Suggest a structure for \(\mathbf{A}\) and account for the diamagnetism.

\(\left[\operatorname{Ir}(\mathrm{CN})_{6}\right]^{3-}\) has a regular octahedral structure. For \(\mathrm{K}_{3}\left[\mathrm{Ir}(\mathrm{CN})_{6}\right]\), the wavenumbers corresponding to the \(\mathrm{C} \equiv \mathrm{N}\) stretching modes are \(2167\left(A_{1 g}\right), 2143\left(E_{g}\right)\) and \(2130\left(T_{1 u}\right) \mathrm{cm}^{-1} \cdot(\mathrm{a})\) To which point group does \(\left[\operatorname{Ir}(\mathrm{CN})_{6}\right]^{3-}\) belong? (b) What would you observe in the IR spectrum of \(\mathrm{K}_{3}\left[\mathrm{Ir}(\mathrm{CN})_{6}\right]\) in the region between 2200 and \(2000 \mathrm{cm}^{-1} ?\)

TaS \(_{2}\) crystallizes with a layer structure related to that of \(\mathrm{CdI}_{2},\) whereas \(\mathrm{FeS}_{2}\) adopts a distorted \(\mathrm{NaCl}\) structure. Why would you not expect \(\mathrm{TaS}_{2}\) and \(\mathrm{FeS}_{2}\) to crystallize with similar structure types?

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