GRAVITATIONAL LENSING SIMULATION

General relativity predicts that light grazing a mass bends by α = 4GM/c²b, exactly twice the Newtonian figure, and that factor of two is what the 1919 eclipse expedition confirmed. In perfect alignment the two images close into an Einstein ring; slightly off-axis, the ring breaks into a double image; a heavier lens grows the ring radius as the square root of mass. A foreground body drifting across a background star leaves the symmetric microlensing curve, while weak lensing shears whole fields of galaxies into aligned ellipses.

▸ Building the deep-space background + source galaxy…
▸ Placing the lens mass (galaxy/cluster)…
▸ Solving the lens equation β = θ − α(θ)
▸ Calibrating the Einstein radius θ_E
▸ Ray-tracing light & building the multiple images…
▸ Ready — Online. ✅
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Simulation room Gravitational Lensing

Gravitational Lensing
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Einstein ring · multiple images · arcs
Lens measurements
🔭 Lens equation
Mass (M)—
Einstein radius θ_E—
Source offset β—
Image count—
Total magnification—
Structure in view—
Note
Mass curves spacetime: light from the background galaxy bends around the lens by an angle α = 4GM/c²b. Perfect alignment → an Einstein ring; slightly off → a double image + arcs.
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Drag the background source (bright blob) or adjust the Mass slider → the ring/images change instantly · pick a "Scenario" · click a structure/concept for details
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Light curve over time (microlensing) & magnification source brightnessmagnification μ
About Gravitational Lensing

General relativity predicts that light grazing a mass bends by α = 4GM/c²b, exactly twice the Newtonian figure, and that factor of two is what the 1919 eclipse expedition confirmed. In perfect alignment the two images close into an Einstein ring; slightly off-axis, the ring breaks into a double image; a heavier lens grows the ring radius as the square root of mass. A foreground body drifting across a background star leaves the symmetric microlensing curve, while weak lensing shears whole fields of galaxies into aligned ellipses.

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