Inorganic

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67 Terms

1
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What is the mass of the electron?

m = 1/1836 of a proton

2
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How to figure out intensity?

(amplitude)²

3
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What is the wavefunction?

Consists of a radial and an angular component - mathematical function describing the behaviour of an electron

4
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What are the solutions to the SE called

Wave functions, 3D stationary waves

5
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What is “phi”²?

Refers to “intensity”, so “phi”² is the probability of finding the electron at the point.

6
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Give equation for wavefunction split into two parts

<p></p>
7
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What does the radial part of the wavefunction R(r) depend only on?

Radial distance between the nucleus and the electron, depends on quantum numbers n and l

8
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What does R(r) not contain information about?

No information on direction or orientation

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What does the angular part Y(theta, phi) depend on?

The direction/orientation, quantum numbers l and mL

10
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What does the angular part not depend on?

The distance

11
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What values can “n” take?

Any value from 1 to infinity

12
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What is the description of the Principal Quantum number?

Orbital size quantum number

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What values can l take?

Any value from 0 → (n-1)

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What is the description for the Angular Momentum Quantum number?

Orbital shape quantum nunmber

15
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What values can ml take?

Any values from -l to +l, (e.g. -l, -l +1, 0, l-1, l)

16
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What is the description of the Magnetic Quantum number?

Orbital orientation quantum number

17
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What occurs at a node?

Zero electron density

18
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Give formula for number of nodes relating to n?

No. nodes = n-1

19
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How to find the number of angular nodes?

= l

20
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How to find the number of radial nodes?

n - l -1

21
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What does the Radial Part of the wavefunction tell us about in general?

Orbital size

22
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What value of phi is at the nuclues for s orbitals?

Non-zero

23
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What value of phi is at the nucleus for p orbitals?

phi = 0

24
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Give definition of radial node

Spherical surfaces where the sign of phi changes from positive to negative → zero electron density

25
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How can you get the probability of finding an electron at a point?

Plot of graph of phi² vs r

26
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What is the plot of 4pi.r².phi² vs r called?

The radial distribution function (r.d.f) or radial probability function

27
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What is the value of the r.d.f for all orbitals when r=0?

0

28
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What sign can phi be?

+, - or 0

29
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What are 3 similarities for polyelectric atoms vs monoelectronic atoms?

  • Same quantum numbers found

  • Same angular functions, so same shape and types of orbitals e.g. 1s, 2s, 2p

  • Radial functions are similar

30
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What are 3 differences for polyelectric atoms vs monoelectronic atoms?

  1. They are contracted to smaller radii, i.e. orbitals shrink due to increaisng nuclear charge

  2. Energies are lower

  3. Importantly, energies now depend on l as well as n

31
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What does the Pauli exclusion principle state?

No two electrons in the same atom may have the same set of four quantum numbers

32
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What is the Aufbau Principle?

Electrons go into the lowest energy orbitals available.

33
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What is Hund’s rule?

For a set of degenerate orbitals, electrons will start by going one into each with spins alligned or parallel

34
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What does the penetration describe?

The proximity that an e- can approach the nucleus

35
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What are the valence electrons?

Those with the higehst energies (highest value of n) - involbed directly in chemistry and bonding

36
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What are core electrons?

Electrons with lower values of n, sitting in completely filled orbital groups act as a less-than-complete shield of nuclear charge

37
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Why are 2s and 2p energies not degenerate?

1s orbital less effectively shields an electron in 2s orbital than in 2p. Zeff experienced by electron in 2s>2p

38
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Give formul a for calculated Zeff

Zeff = Z - S where Z is atomic number and S = shielding constant

39
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For s and p outer electrons, what are the contributions to the shielding constant S from the other electrons?

  1. 0 for any electrons with a higher n

  2. 0.35 from every other electron with the same n

  3. 0.85 from every electron with n one less than out chosen atom

  4. 1 from every electron with lower values of n

40
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For d and f outer electrons, what are the contributions to the shielding constant S from the other electrons?

  1. 0.35 for electrons within the same group (e.g. nd)

  2. 1.00 for all electrons in lower groups (to the left)

41
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What are the values for IE and EA for inert gases?

High IE and low EA

42
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What is special for d orbitals in terms of penetration?

They do not penetrate

43
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What are the conditions for covalent bonding to occur?

Ionic bonding must be unfavourable. This means the energies of the electrons to be shared must be similar on both atoms.

44
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What happens to the potential energy as the distance between the nuclei decreases?

Decreases because of the electron-nucleus attraction.

45
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What does paramagnetic mean?

Form of magnetism that occurs in an applied magnetic field. This means it is attracted into the magentic field. (it has unapired e-)

46
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What does diamagnetic mean?

(no unpaired e-) Not attracted into the magnetic field

47
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How do we represent the wavefunctions for molecular orbitals?

As combinatioins of the wavefunctions for the individual atomic orbitals.

48
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What oribtal occurs when there is constructive and then destructive interference?

  • Constructive - bonding orbital

  • Destructive - antibonding

49
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What happens to the e- density in the internuclear region in a bonding orbital?

It is enhanced

50
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What happens to the e- density in the internuclear region in an antibonding orbital?

Density is excluded from the internuclear region

51
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Where does a nodal plane occur in molecular orbitals?

In antibonding orbitals, which is perpendicular to the internuclear axis

52
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What does delta(E1) and delta(E2) indicate in a molecular orbital diagram, and how are they related?

  • delta(E1) indicates the extent to which the bonding orbital is lowered in energy

  • delta(E2), the extent to which the antibonding is raised.

  • In general, delta(E2)>delta(E1) by a small amount

53
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What types of orbitals are seen in MO diagram of H2 and describe their symmetry

Sigma orbitals, and they are cylindrically symmetric with respect to the internuclear axis

54
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Give formula for bond order and state what the value of bond order denotes

BO = (Nb - Na)/2

  • 0 = no bond

  • 1 = single bond

  • 2 = double bond

  • 3 = triple bond

55
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Hwo many nodal planes are present in sigma-orbitals formed from p orbitals?

  • The same number as in the atomic orbitals for bonding.

  • The same number + 1 for antibonding

56
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Why is the sigma(2p) and pi(2p) orbitals swapped in the MO diagram for B, C, and N?

Previously we made an oversimplification where we ignored s-p mixing. As Zeff increases (B→F) the energy separation between 2s and 2p increases considerably. For BCN, 2s and 2p are close in energy and therefore mix to an appreciable extent.

57
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How do the s and pz orbitals therefore mix in B, C, N?

s and pz orbitals hybridize to give two sp hybrid orbitals on each atom

58
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Why is the energy of the pi-orbitals not changed in energy?

As they are not involved in hybridization

59
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What happens in terms of the position of the upper and lower molecular orbital when two orbitals with different energies overlap

Lower molecular orbital is cmoposed of the lower atomic orbital and vice versa

60
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What does HOMO stand for?

Highest Occupied Molecular Orbital

61
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What does LUMO stand for?

Lowest unoccupied Molecular Orbital

62
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Why are the pi electrons in CO polarized towards oxygen?

Because the pi-bonding orbitals are closer in energy to the oxygen 2p than the carbon 2p, so spend proportionally more of their time close to the oxygen atom.

63
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What 3 shapes can triatomic molecules form?

Bent, Linear, or Cyclic

64
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What are the principal shapes for H3+ an H3- respectively?

Triangular(D3h) and Linear (D(infinity)h)

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66
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What are two rules of thumb regarding HOMO and LUMO?

  • A molecule adopts the structure that best stabilises the HOMO. If the HOMO is unperturbed by the sturctural change under consideration, then the occupied MO lying closest to it governs the geometric preference.

  • Molecules tend to adopt the geometry that maximises the HOMO-LUMO gap

67
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