3.1 Flashcards
- 1.1) a) How is the periodic table arranged in terms of:
i) 1. Proton number
ii) 2. Periods
iii) 3. Groups
- The periodic table is the arrangement of elements by increasing proton number.
- There are trends in chemical and physical properties across a period - these trends are repeated across each successive period (periodicity), a result of the repeating pattern of electron configuration.
- All the elements in a vertical group have similar chemical properties (due to the the same number of electrons in the outer shell and the same type of orbitals).
3.1.1 b) i) The periodic trend in electron configuration across period 2 and 3 can be compared. Explain this in terms of the the first element, the second element and the fifth element of each period.
The difference between the two successive periods is the increase of one electron shell. Consider the electron configuration of:
- the first element in each period (Li = [He]2s1 and Na = [Ne]3s1)
- the second element in each period (Be = [He]2s2 and Mg = [Ne]3s2)
- the fifth element in each period (N = [He]2s2, 2p3 and P = [Ne]3s2, 3p3).
Elements in each group have the same number of electrons in their outer shell. Therefore the outer shell electron configuration across a period is repeated with each successive period - this is why the trend in chemical and physical properties across a period is also repeated with each successive period.
3.1.1 b) ii) How can elements be classified in terms of orbitals?
Elements can be classified into the s-, p- or d- block. This allows you to determine which orbital the outer shell electron is in (e.g. the s-block elements have an outer shell electron configuration of s1 or s2, and the p-block elements have an outer shell electron configuration of s2p1 to s2p6.
3.1.1 c) What is the first ionisation energy?
The first ionisation energy is the energy required to remove one mole of electrons from one mole of gaseous atoms (to form one mole of +1 ions).
3.11 c) Which factors affect ionisation energy and how?
1) Nuclear charge: as the number of protons in the nucleus increases, the positive nuclear charge also increases - the electrostatic attraction between the positive nucleus and the negative outer shell electrons is therefore stronger, and so more energy is required to remove the electron. The ionisation energy increases.
2) Electron shielding: as the number of inner shells increases, more negative electrons repel each other and this electron shielding results in weaker electrostatic attraction between the positive nucleus and the negative outer electrons. Less energy is required to remove the outer shell electron. The ionisation energy decreases.
3) Atomic radius: a larger atomic radius results in the outer electron being further away - so the electrostatic attraction between the negative outer electron and the positive nucleus is weaker, and less energy is required to remove the electron. The ionisation energy decreases.
[Note: while the atomic radius increases with the addition of shells, an increase in protons will draw the electrons closer to the nucleus, decreasing the atomic radius]
3.11 c) i) What is the trend in ionisation energy across a period?
The first ionisation energies across a periodic table show a general increase - this is a result of:
1) The number of protons in the nucleus, and therefore the nuclear charge, increases - this results in stronger electrostatic attraction between the negative outer electron and the positive nucleus.
2) This increase in protons, nuclear charge, and electrostatic attraction causes the electrons to be pulled in closer to the nucleus, decreasing the atomic radius. This further strengthens the electrostatic attraction between the nucleus and the outer electron.
3) The number of shells doesn’t change as you go across a period - electrons are added to the same shell - so the electron shielding effect is relatively similar for each element in a period.
This allows the attraction between the outer electron and the positive nucleus to strengthen as you go across a period, making it harder to remove an electron, and therefore increasing the ionisation energy.
3.1.1 c) i) What is the first exception to the trend in first ionisation energy across period 2 and 3?
There is a small decrease in first ionisation energy between group 2 and 3. In period 2, the decrease is between Be and B, and in period 3, the decrease is between Mg and Al. In group 2 (Be and Mg), the outermost electron is in an s-orbital, but in group 3 (B and Al), the outermost electron is in a p-orbital:
- p-orbitals have higher energy, and so are found further away from the nucleus, than s-orbitals - less energy is required to remove the outer electron from a p-orbital (overriding the increased nuclear charge) and so the ionisation energy drops.
3.1.1 c) i) What is the second exception to the trend in first ionisation energy across period 2 and 3?
There is a small decrease in first ionisation energy between group 5 and 6. In period 2, the decrease is between N and O, and in period 3, the decrease is between P and S. In group 5 (N and P), the electron is removed from a singly occupied orbital, whereas in group 6 (O and S), the electron is removed from an orbital containing two electrons: the repulsion between these two electrons makes it easier remove an electron from the shared orbital, thereby decreasing the ionisation energy.
3.11 c) i) What is the trend in ionisation energy down a group?
The first ionisation energy decreases down a group - this is the result of:
Atomic radius: the number of shells increases as you go down a group, resulting in the atomic radius therefore increasing - the outer electron is further away from the nucleus, and so the electrostatic attraction is weaker between the two.
Electron shielding: as the number of inner shells increases going down a group, the shielding effect on the outermost electron increases (as the increasing number of electrons repel each other), resulting in weaker electrostatic attraction between the outer electron and the nucleus.
While the nuclear charge does increase going down a group, due to more protons, this effect is overridden and less energy is required to remove the electrons going down a group.
3.11 c) ii) How can successive ionisation energies show shell structure?
Successive ionisation energies are a measure of the amount of energy required to remove each electron, in turn, from an element.
Successive ionisation energies tend to increase: this is because electrons are being removed from an increasingly positive ion, and there is less repulsion amongst the remaining electrons, resulting in a stronger electrostatic attraction between the outer electron and the nucleus.
Successive ionisation energy can indicate how many electrons their are in each shell. This is because there is a large jump in ionisation energy when electrons are being removed from different shells - the electron is in a shell closer to the nucleus, with less inner shells (and therefore less electron shielding) resulting in a stronger electrostatic attraction between the outer electron and the nucleus.
3.1.1 d) i) What is metallic bonding? ii) What structures do metals form?
Metallic bonding is the strong electrostatic attraction between metal cations (positive ions) and delocalised electrons.
All metals form giant metallic lattices, where the delocalised electrons - from the outermost shell - move through the closely packed cations.
3.1.1 f) Explain the melting and boiling points of giant metallic lattices in terms of structure and bonding.
Metals have high melting and boiling points: a large amount of energy is required to overcome the strong electrostatic attraction between the metal cations and the delocalised electrons.
As the charge on the cation increases, the number of delocalised electrons per ion also increases. For example, Mg2+ has 2 delocalised electron per ion, and experiences more electrostatic attraction than Na+, which only has one delocalised electron per ion.
The stronger the electrostatic attraction, the higher the melting point.
The size of the metal ion is also a factor: a smaller ionic radius will hold the delocalised electrons closer to the nuclei.
3.1.1 f) Explain the physical properties of giant metallic lattices in terms of structure and bonding.
Metals tend to have a high melting and boiling point - this is because a large amount of energy is required to overcome the strong electrostatic attraction between the positive cations and the negative electrons.
Metals are good electrical conductors - this is because the delocalised electrons act as mobile charge carriers.
Metals do not dissolve in solution - this is because the electrostatic attraction between the positive cations and the negative electrons is too strong to break.
Metals are both ductile and malleable, a result of the delocalised electrons allowing metal ions to slide past each other.
3.1.1 e) Explain what solid giant covalent lattices (of carbon and silicon) are?
Solid giant covalent lattices (or macromolecular structures) of carbon (e.g. diamond, graphite and graphene) and silicon (e.g. silicon dioxide) are networks of atoms bonded by strong covalent bonds.
3.1.1 f) Explain the physical properties of diamond in terms of structure and bonding.
In diamond, each carbon atom is covalently bonded to four other carbon atoms - the atoms arrange themselves in a tetrahedral shape, forming a giant covalent lattice.
Diamond has a very high melting point and is insoluble in water - this is because a large amount of energy is required to break these strong covalent bonds.
However, diamond is unable to conduct electricity: there are no mobile charge carriers.
Silicon also forms a giant covalent lattice, with similar properties to carbon i.e. each silicon atom is able to form four strong, covalent bonds.
3.1.1 f) Explain the physical properties of graphite in terms of structure and bonding.
In graphite, each carbon atom is bonded to three other carbon atoms, arranged in sheets (or layers) of interlocking hexagonal rings. The fourth outer electron of each carbon is delocalised.
The delocalised electrons act as mobile charge carries, allowing graphite to conduct electricity.
The layers are bonded together by weak induced dipole-dipole forces (which are easily broken) - this allows the layers to slide over each other, resulting in graphite’s malleable properties.
The layers are relatively far apart, compared to the length of the covalent bonds at leasy, so graphite is less dense than diamond.
Due to the strong covalent bonds between the carbons in a layer, graphite has a very high melting point.
Graphite is insoluble - the covalent bonds are too strong to be broken by weak interactions with water.