Conduction, convection and radiation
You step in. In the water you feel cold. In the air, you don't.
Why?
All three need a temperature difference. We take them one at a time.
On 8 September: glass, metal, wood, plastic. All at room temperature, all read the same on a thermometer.
| Material | κ (W m⁻¹ K⁻¹) | compared with air |
|---|---|---|
| Copper | ≈ 400 | ≈ 15 000 × |
| Steel | 15 – 50 | ≈ 600 – 2000 × |
| Glass | ≈ 1 | ≈ 40 × |
| Water | ≈ 0.6 | ≈ 23 × |
| Wood | ≈ 0.15 | ≈ 6 × |
| Air | ≈ 0.026 | 1 |
Skin at about 33 °C, water at 20 °C: energy leaves the skin much faster than into air at 20 °C.
Same temperature, different rate of energy transfer.
Is conduction the whole story?
Conduction: the material does not move. Convection: the material moves.
The foam conducts a little: but it stops the convection, so overall it helps.
The thin layer of water that has warmed up moves away; cold water takes its place. Your skin never gets a warm coat.
In air the same happens with the wind: a breeze removes the thin warm layer of air next to the skin.
Water: conduction × 23, plus convection. Still, the sun warms us on the beach: how does that energy get here?
How does thermal energy reach the Earth?
| Object | T (K) | peak λ | region |
|---|---|---|---|
| human skin | 310 | 9.3 µm | infrared |
| red-hot iron | 1000 | 2.9 µm | infrared (and a red glow) |
| lamp filament | 3000 | 0.97 µm | near infrared (and visible) |
| the Sun | 5800 | 0.50 µm | visible light |
Wien's law: \lambda_{\max}=b/T, b=2.898\times10^{-3}\ \mathrm{m\,K}. Hotter, shorter.
A surface that is good at absorbing is good at emitting. Always in pairs.
Same water, same lids, same distance from the lamp. Which can's temperature rises faster? And if both start hot, which cools faster?
Why is …
Often more than one acts at the same time: name them all.
Wet, you feel even colder than in the water. That is why we dry ourselves.
Tomorrow: mock test on everything so far. Friday: midterm.
All faces are at the same temperature. An infrared detector is held the same distance from each face.