How Gravitational Microlensing Finds Planets
Gravitational microlensing is a planet-detection technique rooted in Einstein's general theory of relativity. Massive objects — stars, brown dwarfs, or even planets — warp the fabric of spacetime around them, bending the path of light that passes nearby. When a foreground star (the "lens") drifts almost exactly in front of a more distant background star (the "source"), the lens's gravity acts as a natural magnifying glass, focusing the source star's light and causing it to brighten temporarily. This brightening — the microlensing event — typically lasts from a few days to a few months, depending on the mass of the lens and the geometry of the alignment.
If the foreground lens star has a planet in orbit around it, that planet adds its own small gravitational perturbation to the light curve. When Earth passes through the narrow "planetary caustic" region of the lens system's gravitational structure, the background star's light briefly spikes by an additional detectable amount — sometimes lasting only hours. This secondary anomaly in the light curve reveals the planet's presence and provides a measurement of the planet-to-star mass ratio and the planet's orbital separation in units of the Einstein radius.
The key challenge from the ground: microlensing tells you the mass ratio and angular separation, but converting those to physical masses (in Jupiter masses, Earth masses, etc.) requires knowing the mass of the host star independently. From the ground, the lens and source stars are almost always blended into a single unresolved point of light, making it impossible to measure the lens star's brightness — and therefore its mass — directly.
How Euclid solves this: At 0.1 arcsecond resolution, Euclid can separate the lens and source stars in the EGBS images, even years after the original microlensing event peaked. By measuring the flux and colour of the lens star alone, astronomers can determine its mass and distance using stellar models. This single step transforms microlensing from a technique that detects planets to one that can characterise both the planet and its host star in physical units — the same level of detail the transit method provides for planets around nearby, well-studied stars.
Why Microlensing Planets Are Different
The transit method (used by Kepler, TESS, and the upcoming PLATO mission) detects planets that happen to cross in front of their host star as seen from Earth. This geometric requirement strongly favours planets in close orbits — typically within 1 AU of their star — and large, hot Jupiter-type planets produce the largest, easiest-to-detect transit signals. Microlensing has no such geometric bias: it is sensitive to planets at any orbital separation from ~1 to ~10 AU (beyond the snow line, where ice-forming volatiles condense), and it is sensitive to planets as small as Earth mass — even free-floating planets with no host star at all. This means the EGBS has the potential to reveal a population of cold, distant exoplanets that transit surveys simply cannot see.