The Hering illusion is one of the classic geometrical-optical illusions, discovered by the German physiologist Ewald Hering in 1861. Two straight, parallel lines are drawn over a radial background resembling bicycle spokes radiating from a central point, and although both lines are perfectly straight, they appear to bow outward, away from each other, because of the radiating pattern behind them. The illusion has two related variants, the Orbison illusion, which produces a similar effect, and the Wundt illusion, which produces a comparable but inverted distortion. Several competing explanations have been proposed for why it occurs, including Hering's own original idea that viewers overestimate the angles formed where the lines cross the radiating background, lateral inhibition within the visual cortex, theories involving how the brain converts a three-dimensional scene into a two-dimensional projection, and a more recent account holding that the radial pattern mimics the visual signature of forward motion, tricking the brain's motion-processing system, which normally compensates for processing delays by extrapolating where a moving object will be next, into bending the static straight lines as though they were moving.
Facts
Classification
Type of Phenomenon Type of Phenomenon Sources
1. Wikipedia: Hering illusion
Wikimedia Foundationlead section, phenomenon-kind classification
The Hering illusion is one of the geometrical-optical illusions and was discovered by the German physiologist Ewald Hering in 1861.
lead section, phenomenon-kind classification, additional value cognitive
However, it also demonstrates that any spatial warping that counteracts neural delays is not a precise, on-the-fly computation, but instead a heuristic achieved by a simple mechanism that succeeds under normal circumstances.
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