🌡️ Electromagnetism · Thermodynamics
📅 Березень 2026 ⏱ ≈ 7 хв читання 🟢 Всі вікові групи

How a Microwave Oven Works

A microwave heats a bowl of soup in 90 seconds while the bowl itself stays cool. A metal fork left inside causes sparks. Why? The answer lies in water molecules as electric dipoles — and what happens to them at precisely 2.45 billion oscillations per second.

Microwaves Are Just Light

Microwaves are electromagnetic radiation — the same family as visible light, radio waves, and X-rays, just at a different frequency. The electromagnetic spectrum arranged by frequency (lowest to highest): radio → microwave → infrared → visible → UV → X-ray → gamma.

Microwave frequencies sit between ~300 MHz and ~300 GHz, corresponding to wavelengths of 1 mm to 1 m. A typical kitchen oven operates at 2.45 GHz (wavelength ≈ 12.2 cm) — a frequency chosen partly for efficiency and partly because it was left unallocated by the international radio spectrum.

Historical note: Percy Spencer discovered microwave heating by accident in 1945 when he noticed a chocolate bar melted in his pocket while he was standing near a radar magnetron. The first commercial microwave oven (the "Radarange") weighed 340 kg and cost $5000.

Water Is an Electric Dipole

A water molecule (H₂O) has an oxygen atom bonded to two hydrogen atoms at a 104.5° angle. Oxygen is more electronegative: it pulls electron density toward itself, leaving a partial negative charge (δ⁻) near the oxygen and partial positive charges (δ⁺) near the hydrogens.

This separation of charge makes H₂O an electric dipole — a molecule with a positive end and a negative end. The dipole moment of water is 1.85 D (Debye), one of the highest of any common molecule.

Apply an external electric field and the dipole rotates to align with it. Reverse the field and it flips the other way. Do this billions of times per second and you get dielectric heating.

Dielectric Heating

As the alternating microwave electric field forces water molecules to oscillate back and forth, two things create heat:

  1. Dielectric rotation: The rotating dipole must fight against its neighbours (hydrogen bonds, van der Waals forces). This friction converts rotational kinetic energy into thermal energy.
  2. Ionic conduction: Dissolved ions (salt, minerals) also accelerate in the alternating field and collide with neighbouring molecules, transferring energy as heat.

The key difference from a conventional oven: microwaves heat throughout the volume of the food (where water is present), not just from the outside surface inward. This is why the centre of thick food can still be cold — the wave energy decreases with depth, and the food heats unevenly unless you wait for thermal conduction to even it out.

Power absorbed: P = σ|E|² · V, where σ is the effective conductivity of the food (which includes dielectric losses), E is the electric field amplitude, and V is the volume. Higher water and salt content → higher σ → faster heating.

Why 2.45 GHz?

At 2.45 GHz, water is not in resonance — this is a common myth. The relaxation frequency of liquid water is around 20 GHz at room temperature. True resonance would absorb energy only at the very surface, leaving the interior cold.

At 2.45 GHz, water absorbs microwave energy moderately — enough to heat food through to several centimetres depth, but not so efficiently that all energy is deposited in the first millimetre. It is a practical engineering compromise.

At true resonance (~20 GHz)

Nearly all energy absorbed in the top ~1 mm. Surface burns while interior stays cold. Like a sunburn.

At 2.45 GHz (actual)

Energy penetrates several cm into food. Heats volumetrically. Turntable helps even out standing-wave hot spots.

Industrially, 915 MHz (wavelength ~33 cm) is also used for large-scale food processing because its longer wavelength penetrates thicker items more deeply.

Standing Waves and Hot Spots

A microwave oven is a resonant cavity. Waves emitted by the magnetron bounce off the metal walls and interfere with themselves, forming standing waves. Standing waves have fixed antinodes (maximum field amplitude) and nodes (zero field). Food placed at a node receives almost no energy.

This is why microwaves have a rotating turntable — it moves food through the varying field pattern so different parts average out. Higher-end ovens use a rotating antenna or mode stirrer instead.

Measuring the speed of light with chocolate: Remove the turntable, place a flat chocolate bar on a plate, and heat on low for ~30 seconds. Melted spots appear at the antinodes, separated by ~6 cm (half-wavelength at 2.45 GHz). Speed of light c = frequency × wavelength = 2.45 × 10⁹ × 0.122 ≈ 3 × 10⁸ m/s. Works every time!

Why Metal Sparks — and China Doesn't

Metal and Arcing

Metals contain free electrons. The microwave's oscillating electric field drives these electrons back and forth, inducing large currents. At sharp edges — the tines of a fork, the rim of foil — these currents concentrate and the local electric field becomes strong enough to ionise the surrounding air. This creates plasma: sparks.

Smooth-surfaced metal (like the oven walls themselves) is less dangerous — the induced currents distribute evenly and the metal simply reflects the waves rather than absorbing them. That is why the oven is lined with metal.

Why Ceramics and Glass Stay Cool

Most ceramics, glass, and china have no free electrons and very few polar molecules. They are nearly transparent to microwaves. They feel warm only because heat conducts out of the hot food.

Exceptions: Susceptor Materials

Pizza and popcorn bags contain a thin metallic foil called a susceptor — a layer of vacuum-deposited aluminium thin enough to absorb microwaves (via resistive heating) rather than reflecting them. It reaches 150–200 °C and crisps the food surface. The coating is engineered to delaminate at high temperatures before arcing can occur.

Common Myths Debunked

Try It Yourself

Explore electromagnetic wave propagation in the wave simulation to see how standing waves form inside an enclosed cavity:

〰️ Open Wave Equation Simulation →

See molecular-scale heat transport modelled via fluid dynamics:

💧 Open Fluid Simulation →