Inorganic materials and nanoparticles Flashcards

1
Q

What is long range order in terms of crystallinity?
(Page 5)

A

Crystaline eg. SiO2 as Quartz

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2
Q

What is short range order in terms of crystallinity?

A

Amorphous eg. SiO2 as glass

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3
Q

What is it called when a solid compound has more than one structure for the same composition?
(Page 6)

A

Polymorphism

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4
Q

What is a particular polymorph referred to as?
(Page 6)

A

A phase

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5
Q

Under a set of conditions, how many different polymorphs/phases would you expect to be stable?
(Page 6)

A

One

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6
Q

Are anions or cations generally larger and which fit into the interstitial sites?
(Page 7)

A

Anions are larger leading to them being close packed and the cations slotting into the interstitial sites as they’re more mobile

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7
Q

What is the overall charge of a bulk solid?
(Page 7)

A

Zero, however charge can be distributed heterogenously

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8
Q

What is the temperature at which an ionic crystal will have a perfectly ordered array of atoms?
(Page 8)

A

0K, above 0K crystals will have defects.

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9
Q

Why do crystals only have defects above 0K?
(Page 8)

A

Because defect formation requires energy and is always endothermic

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10
Q

If defects are endothermic, what drives their formation?
(Page 8)

A

Entropy gain, structure becomes more disordered

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11
Q

What happens when ΔH and TΔS lines cross?
(Page 8)

A

ΔG = 0 meaning the system is at equilibrium, which is where the number of defects for an ionic crystal should be measured

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12
Q

What is a Schottky defect?
(Page 8)

A

A pair of vacancies in the lattice, two sites are left unoccupied

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13
Q

What is a Frenkel defect? (Page 8)

A

A defect generated by a cation moving into an interstitial site

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14
Q

When are defects most influential on magnetic, electrical and mechanical properties?
(Page 9)

A

When they cluster together into regions or planes

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15
Q

Is there a higher proportion of defects in ionic or covalent lattices?
(Page 9)

A

Covalent, atoms are larger meaning electrostatic interaction is smaller (weaker bonds that are easier to break) hence there are larger proportion of defects

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16
Q

How does temperature affect the proportion of defects?
(Page 9)

A

Higher temeperature = higher proportion of defects

17
Q

What is doping?
(Page 9)

A

Introducing different ions into the structure

18
Q

How are non-stoichiometric solids formed?
(Page 10)

A

Defects and doping result in non-stoichiometric solids

19
Q

How are non-stoichiometric solids distinct from other compositions?
(Page 10)

A

They have the same structure within a range of x. For example TiOx, within the range 0.7 < x < 1.25, all compounds (no matter the value of x have same structure, although volume will vary) (TiO would have same structure as TiO1.25)

20
Q

What is a solid solution? (Page 10)

A

A crystalline solid that can have continual variable composition for a given structure

21
Q

What is the equation for E cell, Power and Charge? (Page 13)

A

E cell = E cathode - E anode
Power (W) = voltage (V) x current (A)
Charge (Ah) = current (A) x time (h) 1 Ah = 3600 C

22
Q

What is the equation for energy, energy density and specific energy? (Page 13)

A

Energy (Wh) = power (W) x time (h)
Energy density = Energy stored per volume (Wh L^-1)
Specific energy = Energy stored per mass (Wh kg^-1)

23
Q

For the Gibbs free energy equation what units is the Faraday constant in provided the E cell value is in Volts? (Page 13)

A

A s (Amp seconds) = Coulombs (C)

24
Q

What are ferroelectrics? (Page 16)

A

The response of a dipole to an electrical field, electrical field will displace dipole

25
Q

What are piezoelectrics? (Page 16)

A

The response of a dipole to the application of pressure

26
Q

What are pyroelectrics? (Page 16)

A

Response of a dipole to heat (photons)

27
Q

What makes a good dielectric material? (Page 16)

A

A material that has a high dielectric strength (meaning it doesn’t break down at high voltages and become electron conducting), and have a low dielectric loss (doesn’t lose electrical energy as heat energy)

28
Q

What is the difference in the structures of BaTiO3 at temperatures above and below 120 °C> (Page 17)

A

Above 120 °C the titanium atoms are in a symmetric octahedral TiO6 site (gives cubic BuTiO3 centrosymmetric)

Below 120 °C the Ti atoms are displaced along one of the TiO6 axes (gives tetragonal BuTiO3 non-centrosymmetric)

29
Q

What is the equation for an ideal cubic centrosymmetric structure? (Page 18)

A

t x 2(rB + rO) = √2 (rA + rO) where t = 1
As t deviates from 1, structure is distorted because 2(rB + rO) = √2 (rA + rO) is no longer true (it’s true for a cube so we know structure has distorted from cubic centrosymmetric)