Meet the Lanthanides 1 Flashcards
What are the 4f elements called
- Lanthanides
What are the 5f elements called
- Actinides
What is an application of yttrium
- Cancer treatment drugs
What is an application of cerium
- Catalytic converters
What are two applications of praseodymium
- Super-strong magnets
- Lasers
What is an application of neodymium
- extremely strong permanent magnets
- lasers
What are two applications of europium
- color tv screens
- fluorescent glass
What is an application of gadolinium
- NMR imaging
What is an application of terbium
- TV sets
What are two applications of holmium
1 lasers
2. high strength magnets
What is an application of thulium
- High temp superconductor
What is an application of ytterbium
- lasers
What is one of the biggest applications of the f-elements
- catalysts- especially solid-state
What caused the difficulties in separating the lanthanides and obtaining the elements in pure form
- The pronounced chemical similarities between the elements
- Due to the 4f orbitals
How many 4f orbitals are there for any atom
- 7
What are the 2 sets of 4f orbitals and why does this occur
- Two solutions to the schrodinger equation so depends on symmetry
- General set- low symmetry situations
- Cubic set- higher symmetry cubic environment
What are the 7 4f orbitals in the general set
- z^3
- xz^2
- yz^2
- x(x^2-3y^2)
- y(3x^2-y^2)
- z(x^2-y^2)
- xyz
What are the 7 4f orbitals in the cubic set
- xyz - in general
- z(x^2-y^2) - in general
- z^3 -in general
- x^3
- y^3
- x(z^2-y^2)
- y(z^2-x^2)
Describe briefly the orbitals
- X^3, Y^3 and z^3 are on the axis orbitals
- x(z^2-y^2), y(z^2-x^2), z(x^2-y^2), xyz each have 8 lobes
- x(z^2-y^2), y(z^2-x^2), z(x^2-y^2) are related to each other by 90 degree rotations about the x,y and z-axis respectively
Do 4f-orbitals possess nodes
- They possess conical and planar nodes
- NONE possess radial nodes
What are the quantum numbers of the 4f orbitals
- Principal quantum number n=4 (shell)
- secondary quantum number l=3 (types of orbital possible)
- magnetic quantum numbers = -3, -2, -1, 0, +1, +2, +3. (orbital orientations for each l value)
Describe radial extension of 4f orbitals and draw radial distribution function
- 4f orbitals have only limited radial extension - extremely contracted- no radial nodes
- Inefficiently shielded from Zeff
What is Zeff
- the effective nuclear charge is the actual amount of positive charge experienced by an electron in a multi-electron atom.
What is the result of the 4f orbitals having limited radial extension
- Electrons accommodated behave in a core-like manner
- thus are relatively uninvolved in bonding and are also unaffected by the ligand environment to any great degree.
- They don’t react well with environment around them