Atomic orbitals, electronic configurations and the periodic table Flashcards

(41 cards)

1
Q

what causes atomic spectra

A

Atomic spectra are caused by electrons moving between different energy levels

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2
Q

How do we refer to the energy in atoms

A

quantised energy

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3
Q

What does quantum theory state about energy ad matter in this context

A

Quantum theory states that matter can only emit or absorb energy in small fixed amounts

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4
Q

When an electron in an atom absorbs a photon of energy… what happens

A

it moves from a lower energy level to a higher energy level

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5
Q

When the electron drops back down … what happens

A

energy is emitted

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6
Q

The frequency of the line in the emission spectrum represents what?

A

the difference in energy between the levels.

NOTE: We call these energy levels shells or sub-shells and in Figure 2.3 the letter n = 1, 2, 3, etc. defines what is known as the principal quantum number.

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7
Q

define ground state as it relates to electrons in an atom

A

the lowest possible electronic configuration the electrons in an atom can adopt

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8
Q

Define first ionisation energy

A

the amount of energy required to remove one mole of electrons from one mole of gaseous atoms

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9
Q

Describe principal quantum no. and what it determines

A

Principal quantum number, symbol n, determines the main energy level. It can have values n = 1, 2, 3, 4, etc. The numbers determine the size and energy of the shell.

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10
Q

Describe angular momentum quantum no. and what it determines

A

Angular momentum quantum number, symbol ℓ, determines the shape of the sub-shell and is labelled as s, p, d, f. This can have values from zero to ( n -1). The second quantum number is also known as the angular momentum quantum number.

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11
Q

If treated as particles, What does Heisenberg’s uncertainty principle state, about electrons

A

states that is impossible to state precisely the position and momentum of an electron at the same instant

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12
Q

What is important to note in relation to quantum theory on how electrons act

A

in a wave particle duality nature

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13
Q

If treated as a wave what can be determined about electron s

A

If treated as a wave, the movement of an electron round the nucleus can be described mathematically.

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14
Q

rom solutions to these wave equations it is possible to produce what

A

a statistical picture of the probability of finding electrons within a given region

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15
Q

If a region is of high probability for the location of an electron what is it called

A

Regions of high probability are called atomic orbitals.

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16
Q

Define atomic orbital

A

An atomic orbital is the volume in space where the probability of finding an electron is more than 90%

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17
Q

Describe atoms as it relates to electron behaviour, location, and no. of occupied energy levels

A

Electrons behave as standing (stationary) waves in an atom. These are waves that vibrate
in time but do not move in space. There are different sizes and shapes of standing wave
possible around the nucleus, known as orbitals. Orbitals can hold a maximum of two
electrons.

18
Q

What is magnetic quantum no. and what does it determine

A

Magnetic quantum number (also known as magnetic quantum number), symbol mℓ, relates to the orientation in space of the orbital. It is dependent on ℓ because mℓ can take on any whole number value between -ℓ and +ℓ.

19
Q

If treated as particles, what does Heisenberg’s uncertainty principle state about electrons

A

It is impossible to state precisely the position and the moment of an electron at the same instant.

21
Q

If treated as waves, what does Heisenberg’s uncertainty principle state about electrons

A

The movement of an electron round the nucleus can be described mathematically

22
Q

What is an atomic orbital

A

Is the volume in space where the probability of finding an electron is more than 90%

23
Q

Describe s-orbitals

A
  • Spherical like a ball
  • one possible orientation
24
Q

Describe p orbitals

A
  • 2 lobes, along a single plane
  • 3 orientations
25
Describe d orbitals
- 4 lobes, along 2 planes (excluding dz↑2) double dumbbell - 5 orientations
26
Which orbital has a different shape from the others of its' kind
Dz↑ 2
27
What is the max no. of electrons held by each orbital
2
28
How many electrons has the first energy shell
2
29
How many electrons has the second energy shell
8
30
How many electrons has the third energy shell
18
31
What does the Pauli exclusion principle state?
that no 2 electrons in the same atom can have the same set of four quantum numbers.
32
What is the Pauli exclusion principle put simply?
means that no orbital can hold more than 2 electrons and the 2 electrons must have opposite spins If the 2 electrons are in one orbital, then both electrons must have the same quantum no.s ,n, l, ml, but they will have different spin quantum numbers. One will have a spin quantum number ms = +1/2 and the other will spun at quantum no. ms = -1/2
33
What does it mean if an orbital/subshell is degenerate
of the same/equal energies
34
What is aufbau's principle
Electrons fill the orbitals in order of increasing energy, meaning the lowest energy subshells are filled first
35
What is Hund's rule
states that when degenerate orbitals are available, electrons fill each degenerate orbital singly and with parallel spins, before pairing up to fill the orbitals. To fit with the Pauli exclusion principle, two electrons in the same orbital must have opposite spins
36
The orbitals needed to be memorised in increasing energy order are:
1s, 2s, 2p, 3s, 3p, 4s, 3d, 4p
37
What are electronic configurations
electronic configurations show the subshells that the electrons are in, whereas electron arrangements show only the number of electrons in each shell.
38
What does VSEPR
Valence Shell Electron Pair Repulsion
39
What are electron pair repulsions responsible for
shapes of molecules and polyatomic ions such as NH4(small)+
40
The value of r° on this graph is 64 pm. Use the data book to look up the covalent radius for hydrogen and explain the apparent difference.
The covalent radius for hydrogen is given as 32 pm and this is exactly half the bond length of the H-H bond since there are two hydrogens within it.
41