Problem 44
Question
Determine if each of the following complexes exhibits geometric isomerism. If geometric isomers exist, determine how many there are. (a) \(\left[\mathrm{Rh}(\text { bipy })(o \text { -phen })_{2}\right]^{3+}\), (b) \(\left[\mathrm{Co}\left(\mathrm{NH}_{3}\right)_{3}(\mathrm{bipy}) \mathrm{Br}\right]^{2+}\) (c) square-planar \(\left[\mathrm{Pd}(\mathrm{en})(\mathrm{CN})_{2}\right]\).
Step-by-Step Solution
Verified Answer
(a) No isomerism, (b) Two isomers (fac and mer), (c) Two isomers (cis and trans).
1Step 1: Identify Ligand Binding Modes
For complex (a) \([\mathrm{Rh}(\text{bipy})(o\text{-phen})_2]^{3+}\), recognizing that bipy (2,2'-bipyridine) and o-phen (1,10-phenanthroline) are bidentate ligands helps to determine possible isomers. In complex (b), \([\mathrm{Co}(\mathrm{NH}_3)_3(\mathrm{bipy})\mathrm{Br}]^{2+}\), the presence of bidentate bipy and monodentate ligands (Br and NH3) suggests that variance in spatial arrangement can lead to multiple isomers. Complex (c), being square-planar, contains the bidentate ligand en (ethylenediamine) and two monodentate CN ligands.
2Step 2: Check for Geometric Isomerism in Complex (a)
In complex (a) \([\mathrm{Rh}(\text{bipy})(o\text{-phen})_2]^{3+}\), the rhodium centre is surrounded by three bidentate ligands. Since all ligands are bidentate and occupy fixed cis-positions due to their chelation, no geometric isomerism exists in this octahedral complex.
3Step 3: Check for Geometric Isomerism in Complex (b)
The complex \([\mathrm{Co}(\mathrm{NH}_3)_3(\mathrm{bipy})\mathrm{Br}]^{2+}\) is octahedral, which allows for possible geometric arrangements. The bipy can only be cis due to its bidentate nature, leaving us with the possibility to arrange the remaining monodentate ligands. These configurations can lead to the presence of geometric isomers, specifically facial (fac) and meridional (mer). Thus, two isomers exist: fac and mer.
4Step 4: Check for Geometric Isomerism in Complex (c)
In the square-planar complex \([\mathrm{Pd}(\mathrm{en})(\mathrm{CN})_2]\), the bidentate en ligand is fixed, while CN ligands can be arranged to be either in trans or cis positions with respect to each other. Therefore, the complex has two geometric isomers: cis and trans.
Key Concepts
Bidentate LigandsOctahedral ComplexesSquare-Planar Complexes
Bidentate Ligands
Bidentate ligands are an important class of ligands in coordination chemistry. Unlike monodentate ligands, which attach to a central metal atom through a single pair of electrons, bidentate ligands bond through two atoms. This dual bonding property allows them to form stable chelate rings with metal centers, which adds stability to the complexes.
Common examples of bidentate ligands include 2,2'-bipyridine (bipy) and 1,10-phenanthroline (o-phen). These ligands can coordinate to a metal center in such a way that they can provide two donor atoms, generally nitrogen.
The use of bidentate ligands can influence the geometric arrangement of ligands around the central metal atom. In some cases, the presence of such ligands can restrict certain geometric isomers from forming due to the fixed orientation required by the chelate rings. Thus, understanding the binding mode of bidentate ligands is crucial in predicting the number of possible isomers in a complex.
Common examples of bidentate ligands include 2,2'-bipyridine (bipy) and 1,10-phenanthroline (o-phen). These ligands can coordinate to a metal center in such a way that they can provide two donor atoms, generally nitrogen.
The use of bidentate ligands can influence the geometric arrangement of ligands around the central metal atom. In some cases, the presence of such ligands can restrict certain geometric isomers from forming due to the fixed orientation required by the chelate rings. Thus, understanding the binding mode of bidentate ligands is crucial in predicting the number of possible isomers in a complex.
Octahedral Complexes
In coordination chemistry, octahedral complexes are one of the most common shapes. These complexes have a central metal atom surrounded by six ligands arranged in a roughly octahedral geometry.
The presence of bidentate ligands adds a layer of complexity to these structures. When analyzing complexes, such as \(\left[\text{Co}\left(\text{NH}_3\right)_3(\text{bipy})\text{Br}\right]^{2+}\), it is important to consider whether the ligands can adopt different spatial arrangements resulting in geometric isomers.
In octahedral complexes, geometric isomers arise when we can distinguish between different spatial arrangements of ligands. These include cis/trans and fac/mer configurations.
The presence of bidentate ligands adds a layer of complexity to these structures. When analyzing complexes, such as \(\left[\text{Co}\left(\text{NH}_3\right)_3(\text{bipy})\text{Br}\right]^{2+}\), it is important to consider whether the ligands can adopt different spatial arrangements resulting in geometric isomers.
In octahedral complexes, geometric isomers arise when we can distinguish between different spatial arrangements of ligands. These include cis/trans and fac/mer configurations.
- The **cis** form has two identical ligands adjacently positioned.
- The **trans** form has two identical ligands opposite each other.
- The **fac** (facial) isomer has three identical ligands making one face of the octahedron while the **mer** (meridional) isomer has them arranged along a meridian line of the octahedron.
Square-Planar Complexes
Square-planar complexes are defined by a central metal atom surrounded by four ligands positioned at the corners of a square in the same plane. This geometry is not as common as tetrahedral or octahedral, but it is especially prevalent among transition metals such as palladium, platinum, and nickel.
A notable feature of square-planar complexes is their capability to exhibit geometric isomers. Considering a complex such as \(\left[\text{Pd}(\text{en})(\text{CN})_2\right]\), where 'en' is ethylenediamine, a bidentate ligand, the presence of cis and trans isomers can be observed.
A notable feature of square-planar complexes is their capability to exhibit geometric isomers. Considering a complex such as \(\left[\text{Pd}(\text{en})(\text{CN})_2\right]\), where 'en' is ethylenediamine, a bidentate ligand, the presence of cis and trans isomers can be observed.
- **Cis isomers** have substituents next to each other.
- **Trans isomers** have substituents across from each other.
Other exercises in this chapter
Problem 42
Consider an octahedral complex, \(\mathrm{MA}_{2} \mathrm{~B}_{4}\). How many geometric isomers are expected for this compound? Will any of the isomers be optic
View solution Problem 43
Determine if each of the following complexes exhibits geometric isomerism. If geometric isomers exist, determine how many thereare. (a) tetrahedral \(\left[\mat
View solution Problem 45
Determine if each of the following metal complexes is chiral and therefore has an optical isomer: (a) tetrahedral (b) octahedral trans-[Ru(bipy) \(\left._{2} \m
View solution Problem 46
Determine if each of the following metal complexes is chiral and therefore has an optical isomer: (a) square planar \(\left[\mathrm{Pd}(\mathrm{en})(\mathrm{CN}
View solution