understand that a quark is a fundamental particle and that there are six flavours (types) of quark: up, down, strange, charm, top and bottom

Fundamental Particles: Quarks

What is a Quark?

Quarks are the building blocks of protons and neutrons, which in turn make up the nuclei of atoms. Think of quarks as the LEGO bricks that snap together to build the world around us. They are fundamental particles, meaning they have no known sub‑structure.

In physics notation we write a quark as \$q\$. Each quark carries a colour charge (red, green, or blue) and a flavour (type).

Six Flavours of Quarks

FlavourSymbolTypical Mass (MeV/\$c^2\$)Charge (\$e\$)
Up\$u\$2.2\$+\frac{2}{3}\$
Down\$d\$4.7\$-\frac{1}{3}\$
Strange\$s\$96\$-\frac{1}{3}\$
Charm\$c\$1270\$+\frac{2}{3}\$
Bottom\$b\$4180\$-\frac{1}{3}\$
Top\$t\$173100\$+\frac{2}{3}\$

How Quarks Combine

Protons are made of two up quarks and one down quark: \$uud\$. Neutrons are one up and two down quarks: \$udd\$. The rule is that the sum of the charges must equal the particle’s charge.

Example: A proton’s charge is +1. Using the quark charges:

  1. Two up quarks: \$2 \times (+\frac{2}{3}) = +\frac{4}{3}\$
  2. One down quark: \$-\frac{1}{3}\$
  3. Total: \$+\frac{4}{3} - \frac{1}{3} = +1\$ ✔️

Analogy: The Quark “Flavor” Menu

Imagine a pizza place that offers six different toppings (flavours). Each topping gives the pizza a unique taste, just as each quark flavour gives a particle a unique identity. The “colour” of a quark is like the pizza’s crust colour – you need all three colours (red, green, blue) together to make a stable particle, just as you need the right combination of toppings to create a delicious pizza.

Exam Tips 📚

  • Remember the charge rule: sum of quark charges equals the particle’s charge.
  • Use the flavour table to quickly recall each quark’s symbol and charge.
  • When asked to draw a proton or neutron, write the quark composition and check the total charge.
  • For questions on mass differences, note that heavier quarks (charm, bottom, top) have much larger masses.
  • Practice converting between \$e\$ units and MeV/\$c^2\$ if required.