VARIATIONS. MORE THAN ONE SCALE.

The colours
of noise.

A hiss, broad waves, a changing rhythm. Noise has a texture: β describes the balance between its slow and fast variations.

THREE THEORETICAL SLOPES

Room for every rhythm.

Slow variations sit on the left of the spectrum; fast ones on the right. As β increases, the model gives more weight to slow variations. We always examine a specific frequency band.

P(f) ∝ 1/fᵝOn a logarithmic spectrum, the slope is −β.

THE WORKSHOP / SYNTHETIC EXAMPLES

See. Listen. Compare.

SYNTHETIC SIGNAL · NO OBSERVED STREAM

Choose a texture, then another explanation. Each plot and sound comes from the same precomputed example.

What if the slope came from something else?

Reading the precomputed examples…

ANOTHER STEP / ARCHIVED MEASUREMENTS

And in the solar wind?

ACE · 2025

The ACE 2025 study examines archived magnetic field measurements. Components Bx, By, Bz and the magnitude |B| remain separate: they describe different quantities.

Reading the ACE 2025 study report…

A historical archive, separate from the sound examples and current sensors. Model comparisons will be shown with their periods, coverage and limitations.

Compare models on observatory signals

Study report JSON

EXPLORE FURTHER

The ideas behind the curves.

A slope opens a question. Comparison makes it more precise.

How Trinity measures signals