Lesson 4 of 6
Giant structures and small molecules.
One carbon, four solids: diamond, graphite, graphene and buckyballs. Giant covalent structures against molecular substances, and how structure explains melting point, hardness and conduction.
Step 1 of 7 · One element, four solids
Step 1 of 7
One element, four solids
Diamond and graphite, the stuff in a pencil, are both made of nothing but carbon atoms. The only difference between them is how the atoms are joined. Different forms of the same element are called allotropes.
In diamond each carbon atom is held by covalent bonds to several neighbours, each of those to more, and so on through the whole crystal. There are no separate molecules: the whole crystal is one giant covalent structure. Melting diamond means breaking a great many covalent bonds, so it is very hard and stands up to heat. Count how many neighbours each atom is bonded to.
Step 2 of 7
Sheets
In graphite the atoms lie in flat sheets of hexagons. Within a sheet the bonds are covalent and strong, but between the sheets act only weak forces. Predict what happens when you slide the top layers one whole step.
Step 3 of 7
A non-metal that conducts
In graphite each atom is bonded to only three neighbours, so one of its four outer electrons takes no part in a bond. These electrons move freely along the sheet, and thanks to them graphite conducts electricity, although carbon is a non-metal. That is why graphite is used for electrodes and in batteries.
Step 4 of 7
A molecule of carbon
A buckyball, C₆₀, is something else: a molecule of carbon atoms. The bonds within the ball are covalent and strong, but between one ball and the next act only weak forces. That is how molecular substances are built: water, carbon dioxide, oxygen, sugar. When they melt or boil, the molecules move apart, but they stay whole. So molecular substances have much lower melting and boiling points.
Step 5 of 7
Structure decides
| Structure | Particles | What holds it | Melting point | Conducts? |
|---|---|---|---|---|
| Ionic | ions | the pull between opposite charges | high | only melted or dissolved |
| Metallic | positive ions and electrons | a sea of electrons | usually high | yes |
| Giant covalent | atoms | covalent bonds through the crystal | very high | no (except graphite) |
| Molecular | molecules | weak forces between molecules | low | no |
Step 6 of 7
One sheet
Graphene is a single sheet of graphite, one atom thick. Each of its atoms is bonded to its neighbours just as in graphite. Count how many neighbours each carbon atom in the sheet has.
Step 7 of 7
The repeat
A sheet of graphene is a net of hexagons. How far do you have to move for everything to look exactly the same?
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Each step sets up the Scene for you, and a control marked “fixed” stays put for that step.
Practice · Calculate
How many carbon atoms is each carbon atom in diamond bonded to?
Practice · Calculate
How many carbon atoms is each carbon atom in diamond bonded to?
Practice · Predict, then look
Slide graphite’s top layers one whole step. What happens?
Practice · Predict, then look
Slide graphite’s top layers one whole step. What happens?
Practice · Choose
Carbon is a non-metal, and diamond does not conduct. Why does graphite conduct electricity?
Practice · Choose
Carbon is a non-metal, and diamond does not conduct. Why does graphite conduct electricity?
Practice · Choose
Water boils at 100 °C. What breaks when water boils?
Practice · Choose
Water boils at 100 °C. What breaks when water boils?
Practice · Choose
Which of these solids are giant structures, with no separate molecules? Select every right answer.
Practice · Choose
Which of these solids are giant structures, with no separate molecules? Select every right answer.
Practice · Calculate
How many neighbours is each carbon atom bonded to in a sheet of graphene?
Practice · Calculate
How many neighbours is each carbon atom bonded to in a sheet of graphene?
Practice · Calculate
Form of carbon: Graphene. Each carbon–carbon bond is 0.142 nm long. The pattern repeats over the distance between the centres of two neighbouring hexagons, times the bond length. What is that distance?
Practice · Calculate
Form of carbon: Graphene. Each carbon–carbon bond is 0.142 nm long. The pattern repeats over the distance between the centres of two neighbouring hexagons, times the bond length. What is that distance?
Lesson complete. Every practice question here is done.
