L5 - Electronic Configuration of the Atom (1) Flashcards

1
Q

What observations does the quantum theory explain that classic mechanics cannot?

A
  • Spectra of light emitted by atoms; quantisation of energy and energy levels
  • Electrons in an atom are stable and stay in their orbitals
  • Wave-particle duality: light can behave as if made up of photons with energy depending on frequency
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2
Q

State the Uncertainty Principle.

A

“Can never know both the exact location and velocity of a subatomic particle at the same time.”

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3
Q

Electrons can be described as _____ by the ___________ ________.

A

Electrons can be described as waves by the Schrodinger equation.

(A mathematical function that describes an electron’s properties in terms of quantum numbers).

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4
Q

Describe a Hydrogen Spectrum.

A
  • Electrons in an atom are in stable energy levels
  • Absorption of a photon of light allows an electron to jump up to a higher level
  • Moving down to a lower energy level emits a photon of light
  • Measuring the energy of a photon allows the energy difference between levels to be determined; shows that energy levels are not equally spaced
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5
Q

Define Ionisation Energy.

A

A measure of the amount of energy needed to remove electrons from atoms (or ions).

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6
Q

Define First Ionisation Energy.

A

The energy required to remove one mole of electrons (to infinity) from one mole of gaseous atoms to form one mole of gaseous positive ions.

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7
Q

Explain why ionisation energies are positive.

A
  • As electrons are negatively charged and protons in the nucleus are positively charged, there will be an attraction between them
  • Energy must be added to the system to pull the electron away
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8
Q

Explain the relationship between nuclear charge and ionisation energy.

A
  • The greater the pull of the nucleus, the harder it will be to pull an electron away from the atom
  • Hence, the higher the nuclear charge, the higher the ionisation energy
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9
Q

Define Electron Affinity.

A

The amount of energy needed to add electrons to atoms / ions.

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10
Q

Define First Electron Affinity.

A

The energy required to add one mole of electrons to one mole of gaseous atoms to form one mole of gaseous negative ions.

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11
Q

Why are First Electron Affinities negative?

A

First Electron Affinities are negative, indicating energy is released on addition of the electron.

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12
Q

Describe the relationship between Electron Affinity and the ions formed.

A

The more negative the electron affinity, the more stable the negative ion that is formed.

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13
Q

Explain trends (Atomic Size, First Ionisation Energy, First Electron Affinity) in the periodic table.

A
  • Atomic Size: Increases down, and towards the left
  • First Ionisation Energy: Increases up, and towards the right
  • First Electron Affinity: Becomes more negative up, and towards the right
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14
Q

Describe Quantum Numbers and explain what information they provide.

A
  • Identify the various energy levels available within the atom in which the electron can reside

Identification numbers: ‘address’ for each electron in an atom:

1) Specify the position (or location) of an electron in an atom
2) Predict the direction of spin / rotation of the electron
3) Determine the energy and angular momentum of the electron

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15
Q

4 Quantum Numbers are required to specify the character of an electron. State these.

A
  • Principal Quantum Numbers (n)
  • Azimuthal or Subsidiary Quantum Numbers (l)
  • Magnetic Quantum Numbers (m)
  • Spin Quantum Numbers (s)
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16
Q

What is an orbital?

A

A region in space where there is a given (usually 95%) probability of finding a particular electron.

(Cannot specify the definite / exact position of an electron in an atom).

17
Q

In poly-electron atoms, principal energy levels are called ______.

A

Shells

18
Q

What letters are principal energy levels referred to by?

A

K, L, M, N

19
Q

n = ?

A

A number greater than 0.

20
Q

A group of orbitals with the same energy (equivalent) is called a ________.

A

Subshell

21
Q

l = ?

A

A value from 0 to (n-1).

22
Q

What letters are designated to the different sub-shells?

A

s, p, d, f

23
Q

What do the Principal Quantum Numbers (n) indicate?

A
  • Distance of electron from the nucleus: The higher n, the further away the electron is from the nucleus
  • Energy of electron: The higher n, the higher energy the electrons = less tightly held so they are easier to remove
  • Number of electrons a shell can hold: n can have 2n^2 electrons
24
Q

What do the Azimuthal Quantum Numbers (l) indicate?

A

The sub-shell an electronic in:

  • s: sharp
  • p: principal
  • d: diffuse
  • f: fundamental
25
Q

Higher l, results in ______ ______.

A

Higher energy

26
Q

What is the maximum number of electrons a sub-shell can hold?

A

Max Electrons = 2(2l+1)

27
Q

What do the Magnetic Quantum Numbers (m/ml) represent?

A
  • Represents the orbitals in a given sub-shell

- Indicates the direction of a particular orbital relative to the magnetic field / axes

28
Q

Magnetic Quantum Numbers do not indicate ______.

A

Energy

29
Q

‘m’ can have an integral value ranging from __________________.

A

‘m’ can have an integral value ranging from -l through 0 to +l

30
Q

For a given value of l, total number of m value is?

A

total number of m = (2l + 1)

31
Q

What different orbitals exist?

A
  • 1 s orbital
  • 3 p orbitals (px, py, pz)
  • 5 d orbitals
  • 7 f orbitals
32
Q

What do the Spin Quantum Numbers (s/ms) show?

A

An electron moving around the nucleus rotates or spins about its own axis (self-rotation) either in a clockwise or anti-clockwise direction.

These directions are described by the spin quantum number.

33
Q

What values can the Spin Quantum Numbers take?

A
  • Clockwise spinning of electron = + 1/2

- Anticlockwise spinning of electron = - 1/2

34
Q

Two electrons in the same orbital must have ________ _____.

A

Opposite spins (Also known as anti-parallel spins)

35
Q

What does clockwise and anti-clockwise spinning of electrons produce?

A

Opposite magnetic fields

36
Q

State the restrictions of Principal, Azimuthal, Magnetic and Spin Quantum Numbers.

A
  • Principal: Positive integer
  • Azimuthal: Zero and positive integers less than n
  • Magnetic: Integers between -l and +l
  • Spin: + 1/2 or - 1/2