======Ebbinghaus Illusion====== **Materials: **{{$demo.materials_description}}\\ **Difficulty: **{{$demo.difficulty_description}}\\ **Safety: **{{$demo.safety_description}}\\ \\ **Categories:** {{$demo.categories}} \\ **Alternative titles:** Relative Size Illusion ====Summary==== {{$demo.summary}} ====Procedure==== - Draw or project two identical central circles. - Surround one central circle with several larger circles placed close around it. - Surround the other central circle with several smaller circles placed close around it. - Ask observers which central circle looks bigger. - Reveal that both central circles are exactly the same size. ====Links==== The Ebbinghaus Illusion | Optical Illusions - Contact Lens King: {{youtube>0Ql_Cb1KmoM?}}\\ Explaining Optical Illusions: Part 4 - The Ebbinghaus Illusion and the Flash lag effect - Learning Curve: {{youtube>LIEVVv43lD4?}}\\ 📄 Ebbinghaus illusion - Wikipedia: [[https://en.wikipedia.org/wiki/Ebbinghaus_illusion]]\\ ====Variations==== * Change the distance between the central circle and the surrounding circles to see if the illusion becomes stronger or weaker. * Use different colors or shading for the circles to test if contrast affects perception. * Replace circles with other shapes (e.g., squares or triangles) to see if the illusion persists. * Present the illusion digitally and allow students to adjust the size of one circle until they believe both are equal, then measure. ====Safety Precautions==== * Ensure that projections or printed images are clear and visible to avoid eye strain. * If drawing by hand, use safe tools (compass, rulers, markers) with caution. ====Questions to Consider==== * Why does one central circle look larger even though they are the same size? (Because the brain judges size relative to surrounding objects.) * How does this illusion demonstrate the role of context in visual perception? (It shows that perceived size is influenced by comparison to nearby objects rather than actual size alone.) * Would the illusion still work if the surrounding circles were farther away from the central circle? (The illusion would be weaker.) * What real-world examples might relate to this illusion? (Perceiving object sizes in crowded environments, advertising layouts, or optical effects in design.)