Alberto Martinez Flashcards
1
Q
What methods could be used to identify which of the five metals gives rise to the highest catalytic activity?
A
- BEP
- Sabatier
2
Q
Sabatier principle
A
- Interaction energy between reactants i.e. molecule and surface, should neither be to strong nor to stable
- Strong interaction leads to very stable situation blocking active site
- Weak interaction molecule fails to bind with the catalyst
3
Q
BEP principle
A
- Activation energy between two reactions of the same family is proportional to the difference of their enthalpy of reaction
- Slope of BEP trend (a) gives info on TS
- low value, TS resembles the reactant
- high value, TS resembles the product
4
Q
Stress and strain on overlap
A
- Stress and strain of absorbents affects the overlap of the orbitals between atoms and therefore affects the electronic properties
- To maintain the filling degree, the centre of the band moves upwards in energy
5
Q
Three experiment simulations
A
- Batch reactor
- Flow reactor
- TPD/TPR/TPA
6
Q
Position of d band
A
-The lower the d band from the fermi energy, the more occupied the d-states
7
Q
Strength of bond in terms of band centre
A
The higher the band centre (smaller E(bc)-E(f)) results in stronger bonding
8
Q
Bonding of adsorbate and metal
A
- Forms a bonding and antibonding orbital
- If orbital interacting already has two e, these are placed in the bonding orbital
- In principle in a molecular case there will be two electrons in the antibonding
- If antibonding lies above the fermi energy, electrons decay into band below fermi level (attractive)
- If antibonding below fermi level it will be filled (No interaction)
- If the interacting orbital is empty, electrons will come from fermi level to fill bonding (attractive)
9
Q
Chemisorption
A
-Process involves a certain degree of geometry and electron structure distortion
10
Q
Physisorption
A
-Process is commonly weak and distortion on the structure is negligible
11
Q
Characterisation
A
- Vibrations: IR and Raman
- Charge density difference
- Work function
- Radial distribution function