NEW WEB RESOURCES FOR DIMENSIONAL METROLOGY.NIST (National Institute of Standards & Technology, Washington, DC, www.nist.gov) The standards-defining agency of the U.S. government, formerly the National Bureau of Standards. It is one of three agencies that fall under the Technology Administration (www.technology. has launched two new web pages (http://patapsco.nist.gov/mel/div821/) that perform calculations commonly required by engineers and metrologists who are involved in ultrahigh ul·tra·high adj. Exceedingly high: an ultrahigh vacuum. accuracy length measurement. One web page calculates the index of refraction Index of refraction A constant number for any material for any given color of light that is an indicator of the degree of the bending of the light caused by that material. Mentioned in: Eye Glasses and Contact Lenses of air, which is needed to determine the wavelength of laser light in air. (This wavelength serves as the basic unit of length when performing high-precision distance measurements based on interferometry.) The second web page calculates the magnitude of elastic deformation elastic deformation, n reversible deformation of tissue. of surfaces in contact under force. This deformation must be taken into account in all high-accuracy length measurements when surfaces are probed mechanically. The refractive index A property of a material that changes the speed of light, computed as the ratio of the speed of light in a vacuum to the speed of light through the material. When light travels at an angle between two different materials, their refractive indices determine the angle of transmission of air is computed from atmospheric conditions (air temperature, pressure, and humidity) using either the Edlen or Ciddor equations (the two equations most commonly used to determine air refractive index). The usual version of the Edlen equation was modified to make it more accurate for non-laboratory conditions, such as high air temperature and humidity as might be encountered on the shop floor. The deformation calculation web page will allow a user to correct for elastic deformation at the point of contact between a mechanical probe and part. This correction is essential when submicrometer accuracy is desired. Currently the web page performs the computation for the seven most common types of contact geometry In mathematics, contact geometry is the study of a geometric structure on smooth manifolds given by a hyperplane distribution in the tangent bundle and specified by a one-form, both of which satisfy a 'maximum non-degeneracy' condition called 'complete non-integrability'. (for example, a sphere in contact with a plane or two crossed cylinders). Additional geometric cases will be added in the future. |
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