Physics:Gravity hill
A gravity hill, also known as a magnetic hill, mystery hill, mystery spot, gravity road, or anti-gravity hill, is a place where the layout of the surrounding land produces an optical illusion, making a slight downhill slope appear to be an uphill slope. Thus, a car left out of gear will appear to be rolling uphill against gravity.[1] There are hundreds of recognised gravity hills around the world.
The slope of gravity hills is an optical illusion,[2] although sites are often accompanied by claims that magnetic or supernatural forces are at work. The most important factor contributing to the illusion is a completely or mostly obstructed horizon. Without a horizon, it becomes difficult to judge the slope of a surface as a reliable reference is missing. Objects which one would normally assume to be more or less perpendicular to the ground, such as trees, may actually be leaning, offsetting the visual reference.[3]
The illusion is similar to the Ames room, in which objects can also appear to roll against gravity.
The opposite phenomenon—an uphill road that appears flat—is known in bicycle racing as a "false flat".[4]
See also
- List of gravity hills
- The Crooked House – a building with an internal gravity hill optical illusion.
References
- ↑ University of California Riverside article on phenomenon
- ↑ Bressan, Paola; Garlaschelli, Luigi; Barracano, Monica (2003). "Antigravity Hills are Visual Illusions" (in en). Psychological Science 14 (5): 441–449. doi:10.1111/1467-9280.02451. PMID 12930474. https://zenodo.org/record/1006741/files/2003_Bressan%20Garlaschelli%20Barracano_Antigravity%20hills.pdf. Free full text
- ↑ "The Mysterious Gravity Hill:Physicists Show "Antigravity" Mystery Spots Are Optical Illusions". Science Daily. Archived from the original on 2008-02-17. https://web.archive.org/web/20080217004146/http://www.sciencedaily.com/videos/2006/0609-the_mysterious_gravity_hill.htm.
- ↑ Schweikher, Erich; Diamond, Paul, eds. (2007), Cycling's Greatest Misadventures, Casagrande Press LLC, p. 114, ISBN 978-0-9769516-2-9, https://books.google.com/books?id=PCO8d0hhzK4C&pg=PA114, retrieved July 20, 2013