BeginnerTopic 34 of 100Materials & Chemical
Ceramics
Hard, brittle, heat-resistant materials with ionic or covalent bonds.
In depth
Ceramics are inorganic non-metals (oxides, carbides, nitrides) with high hardness, stiffness, melting points and chemical resistance, but low toughness and tensile strength from flaw sensitivity. Strength follows Weibull statistics and is governed by the largest flaw.
Key points
- Griffith criterion
- Compressive strength much higher
- Thermal shock
ExampleCeramic tiles resist heat and wear but crack on impact.
Ceramics resist heat and corrosion and are very hard, which makes them valuable for cutting tools, insulators and furnace parts.
What is Ceramics?
Hard, brittle, heat-resistant materials with ionic or covalent bonds.
Why is it important to understand ceramics?
Ceramics resist heat and corrosion and are very hard, which makes them valuable for cutting tools, insulators and furnace parts.
Why are ceramics brittle?
Strong ionic and covalent bonds resist plastic deformation, so cracks cannot blunt easily and they fail suddenly.
How are ceramics made tougher?
Transformation toughening, fibre reinforcement and careful processing reduce flaw size and improve toughness.
How is Ceramics used in practice?
Typical applications include using alumina as an electrical insulator for a spark plug, choosing a ceramic cutting insert for high-speed machining and lining a furnace with refractory bricks.
What should I learn before Ceramics?
Study "Wear and tribology" first (topic 33 of 100 in Materials & Chemical). It covers the groundwork this topic builds on.
What are the key points of Ceramics?
Griffith criterion. Compressive strength much higher. Thermal shock.
Can you give an example of Ceramics?
Ceramic tiles resist heat and wear but crack on impact.
What comes after Ceramics?
The next topic is "Glass", which builds directly on this one.
How difficult is Ceramics?
It is classed as Beginner in Materials & Chemical (topic 34 of 100). It is an entry-level topic. It relies only on basic school mathematics and the ideas introduced earlier in this discipline.