Chemistry Chapter 4.2 - Crystal Field Theory Flashcards
What is the purpose of the CFT theory?
explain unique transition metal complex properties including paramagnetism and colour
What are the principles of CFT?
- Transition metal ion is a free metal ion by itself
- Ligands are point charges
- Bonds between metal & ligand is totally electrostatic (not covalent) creating an electrostatic-crystal-field
What does the term “crystal field” refer to?
the electrostatic field of the ligands (treated as point charges)
–> similar to the electrostatic field of cations and anions in an ionic crystal
How is energy change described by CFT?
energy of d electrons of a transition metal ion changes when the ion interacts with negative charges of the non-bonding (lone) electrons of the LIGANDS
How do the five d orbitals compare in energy?
degenerate
How does energy compare in an OCTAHEDRAL complex?
degeneracy is broken
What are the 5 d orbitals?
dxy (z-axis intersects lobes perpendicularly and other lobes are between the axes)
dxz (y-axis intersects lobes perpendicularly and other lobes are between the axes)
dyz (x-axis intersects lobes perpendicularly and other lobes are between the axes)
dz^2 (lobes along z-axis with a ring)
dx^2-y^2 (z-axis intersects lobes perpendicularly and other lobes are along the x and y axes)
Why does the orbital energy differ in octahedral arrangements?
dz^2 and dx^2-y^2 have lobes along the z-axes and the ligands (point charges) are also on the axes
–> the lobes of the metal ion point directly at the ligands causing repulsive interactions
–> repulsive interaction = destabilization = energy of orbitals increase relative to their values for an ion in a SPHERICAL crystal field
What are the relative positions of the six ligands around a metal ion in a complex?
two on the end of each axis
How does the energy compare for dxy, dxy, dyz orbitals?
these orbitals are oriented so they point between ligands = stabilized orbitals = energies decrease relative to their values for a free ion
What are eg orbitals?
dz^2 and dx^2-dy^2 orbitals; degenerate and greater than relative values in a spherical crystal field for a free ion
What are t2g orbitals?
dxy, dxz, dyz orbitals; degenerate and less than relative values in a spherical crystal field for a free ion
What is Δo?
energy difference/seperation between eg and t2g
How does the interesting properties of transition metals arise?
loss of degeneracy of all d orbitals
How does the TOTAL energy of d orbitals in octahedral complex compare with d orbitals in a spherically symmetrical electric field?
total energy is the same
spherically symmetrical electric field = barycentre level of energy – all d orbitals are degenerate
octahedral complex = lower energy t2g orbitals and higher energy eg orbitals (compared with barycentre)