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Astronomy

A sound wave becomes a cosmic ruler

Follow an expanding acoustic shell around an initial overdensity. Change the sound horizon and inspect the preferred separation left in the galaxy-pair signal.

A sound wave becomes a cosmic ruler — Actual application image
Actual application image

The model and its limits

A Gaussian shell and correlation-function peak illustrating a standard ruler. The sound horizon is an input; baryon–photon fluid dynamics and survey selection are not computed.

Equations used in the module
Equations
shell(r) ∝ exp[-(r-r_s)²/(2σ²)]; r_s is a supplied comoving standard ruler

Related experiments

Back to catalogue
One galaxy, several distances — Actual application image

Astronomy

One galaxy, several distances

Move a galaxy to higher redshift. Compare comoving, luminosity and angular-diameter distance, and see why more distant galaxies can look larger.

The first stars clear the fog — Actual application image

Astronomy

The first stars clear the fog

Switch on an ionizing source and follow the growing H II region. Increase gas density and see recombination limit the size of the ionized bubble.

The limits of the visible Universe — Actual application image

Astronomy

The limits of the visible Universe

Advance the scale factor and compare the Hubble sphere, particle horizon and event horizon. They answer three different questions about light.