Blackbody Radiation Explorer
Adjust temperature to see how thermal emission changes shape and peak wavelength.
Spectral Distribution and Wien's Displacement 🖖
The emission spectrum of a blackbody is unequivocally determined by Planck's law of radiation. As thermal energy increases, the peak wavelength shifts predictably according to Wien's displacement law, λ_max = b/T. This interactive model demonstrates the non-linear relationship between temperature and spectral density. The strictly defined probability distribution of photon emission represents the absolute thermal limit of macroscopic objects in thermal equilibrium.
Why everything warm glows 🖖
Anything above absolute zero radiates light, and this tool shows the one rule behind it: the shape of a blackbody's spectrum depends only on its temperature, never on what it is made of. A lump of iron and a distant star at the same temperature emit exactly the same curve. The practical takeaway is that color is a thermometer — slide from red-hot to blue-white and you are reading temperature straight off the glow.
The universe is the perfect blackbody 🖖
The most flawless blackbody ever measured sits in no laboratory — it is the whole sky. The cosmic microwave background, left over from about 380,000 years after the Big Bang, matches a Planck spectrum at T = 2.725 K to better than 0.01%, peaking near 1.06×10⁻³ m in the microwave range. NASA's FIRAS instrument found no deviation larger than a few parts in 10⁵, making cosmology's oldest light also physics' cleanest thermal curve.
Example problems
- Room temperature - Room-temperature blackbodies peak in infrared, far outside human vision.
- Sun-like photosphere - Solar photosphere peak lies near visible wavelengths.
- Hot O/B star - Hot stars shift peak toward UV, appearing blue-white in visible light.
- Incandescent filament - Incandescent filaments are hot enough for visible glow but still IR-heavy.