SPACE ATLASSTUDENT REFERENCE · GRADES 4–8
Exoplanets · Question

Exoplanet transit simulator: how light curves reveal planets

Most confirmed exoplanets have never been photographed — they're too small, dim, and close to their blinding-bright star. Instead, astronomers watch a light curve for a tiny, regular dip in the star's brightness as a planet transits in front of it.

Model experiment

How does planet size change the light curve?

Change the orbital phase and planet radius. Predict how much starlight is blocked and compare the light curve.

Observer's sky view · relative planet/star radii to scale; orbital spacing schematic.

Projected transit across a uniform star Planet radius is ten percent of star radius. The planet crosses in front at 90 degrees and passes behind at 270 degrees. STAR Projected orbit · 90° in front · 270° behind

Hypothetical light curve · x: orbital phase 0–360° · y: brightness 100–90% (fixed scale).

Brightness calculated from the blocked stellar disk area Brightness is 100 percent except near phase 90 degrees, where the default central transit dims the star by one percent. 100%95%90% 0°90°180°270°360° ORBITAL PHASE
Phase 0° · Light blocked 0.000% · Star brightness 100.000%. At central transit this 10%-radius planet would block 1.000%.

The static model is readable while controls initialize.

Try phase 90° and compare 10% to 20% planet radii: blocked light increases from 1% to 4%. At 270°, the planet is behind the star and causes no dip.

Hypothetical calculation, not telescope observations. Uniformly bright stellar disk, opaque planet, exactly edge-on circular orbit; no limb darkening, noise, blended stars or grazing paths. Central depth = (planet radius ÷ stellar radius)². Orbit spacing not to scale; phase is not time. Sources: NASA transit explanation and NASA light-curve interpretation.

Read the light curve

Three clues turn a brightness graph into evidence.

Astronomers graph measured starlight over time. The experiment above instead plots an idealized calculation against orbital phase, not actual observations or measured time.

Baseline

Normal stellar brightness

The flat part of a light curve is the star's usual brightness when no planet is crossing its visible disk.

Transit depth

How much light is blocked

The deeper the repeating dip, the larger the planet is relative to its host star. An Earth-size planet crossing a Sun-like star produces only about a 0.01% dip.

Period

Time between repeated dips

The interval from one matching transit to the next gives the planet's orbital period — its year around that star.

What's simplified

Real transit signals are far smaller.

01

Small dips are hard to see

An Earth-sized planet crossing a Sun-like star dims it by roughly 0.01%. Our graph's brightness axis stays fixed from 100% to 90%; smaller planets can make the line look almost flat. Read the numerical value to detect subtle changes.

02

Only some orbits align

Transits require a nearly edge-on view from Earth; many orbit inclinations never cross the visible disk. This model fixes an exactly edge-on orbit; grazing-transit paths and orbital inclination are not simulated.

03

One dip repeats

Astronomers look for the same dip repeating on a precise, regular schedule — a single dip could be measurement noise; a repeating dip is a planet candidate, not proof by itself. Eclipsing binary stars or instrumental artifacts can mimic transits, so astronomers validate candidates with follow-up evidence.

Misconception check

Quick check.

Quick check

Go deeper

Keep exploring.

Orbits

Why don't planets fall into the Sun?

The orbital mechanics behind the planet in this diagram.

Gravity and orbits ↗

Learn

How to read space images

A light curve is a measurement, not a photograph — the same distinction this page covers.

Read space images ↗