Monday, September 26, 2011

Geckos and Physics


The toes of the gecko have a special adaptation that allows them to adhere to most surfaces without the use of liquids or surface tension. The spatula tipped setae on gecko footpads allow attractive forces called van der Waals interactions to arise between the adhesive setae and the surface. One study suggested that capillary adhesion might play a role[3], but that hypothesis has been rejected by more recent studies[4] [5] [6].
These van der Waals interactions involve no fluids; in theory, a boot made of synthetic setae would adhere as easily to the surface of the International Space Stationas it would to a living room wall, although adhesion varies with humidity[5] [6]. The setae on the feet of geckos are also self cleaning and will usually remove any clogging dirt within a few steps.[7][8] Teflon, which has very low van der Waals forces,[9] is more difficult for geckos to adhere to than many other surfaces.
Geckos' toes seem to be "double jointed", but this is a misnomer. Their toes actually bend in the opposite direction from our fingers and toes. This allows them to overcome the van der Waals force by peeling their toes off surfaces from the tips inward. In essence, this peeling action alters the angle of incidence between millions of individual setae and the surface, reducing the Van der Waals force. Geckos' toes operate well below their full attractive capabilities for most of the time. This is because there is a great margin for error depending upon the roughness of the surface, and therefore the number of setae in contact with that surface.

Uroplatus fimbriatus clinging to glass.
Use of small van der Waals attraction force requires very large surface areas: every square millimeter of a gecko's footpad contains about 14,000 hair-like setae. Each seta has a diameter of 5 micrometers. Human hair varies from 18 to 180 micrometers, so a human hair could hold between 3 and 36 setae. Each seta is in turn tipped with between 100 and 1,000 spatulae.[7] Each spatula is 0.2 micrometer long[7] (one five-millionth of a meter), or just below the wavelength of visible light.[10]
If a typical mature 70 g (2.5 oz) gecko had every one of its setae in contact with a surface, it would be capable of holding aloft a weight of 133 kg (290 lb):[11] each spatula can exert an adhesive force of 10 nanonewtons (0.0010 mgf)[12]. Each seta can resist 10 milligrams-force (100 ┬ÁN), which is equivalent to 10 atmospheres of pull.[7] This means a gecko can support about eight times its weight hanging from just one toe on smooth glass.[7]

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