List of 37+ Articles from the INSPIRE HEP (Logo), Originally SLAC SPIRES (Logo). | List of 21+ Articles from the LANL E-Print archive (see the Atom Feeds). |
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Quadricmeter is the instrument devised to identify (distinguish) and measure the various
parameters (axis, foci, latera recta, directrix, etc.,) completely characterizing the important
class of surfaces known as the quadratic surfaces. Quadratic surfaces (also known as quadrics)
include a wide range of commonly encountered surfaces including, cone, cylinder, ellipsoid,
elliptic cone, elliptic cylinder, elliptic hyperboloid, elliptic paraboloid, hyperbolic cylinder,
hyperbolic paraboloid, paraboloid, sphere, and spheroid. Quadricmeter is a generalized form of
the conventional spherometer and the lesser known cylindrometer (also known as the "Cylindro-Spherometer"
and "Sphero-Cylindrometer").
With a conventional spherometer it was possible only to measure the radii of spherical surfaces.
Cylindrometer can measure the radii of curvature of a cylindrical surface in addition to the spherical
surface. In both the spherometer and the cylindrometer one assumes the surface to be either spherical
or cylindrical respectively. In the case of the quadricmeter, there are no such assumptions.
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List of 37+ Articles from the INSPIRE HEP (Logo), Originally SLAC SPIRES (Logo). | List of 21+ Articles from the LANL E-Print archive (see the Atom Feeds). |
Some Publications from the American Mathematical Society (AMS, Logo) MathSciNet (Logo). | List of 260+ Articles from the Google Scholar (Logo). |
This page was born in March 1996 at the The Institute of Mathematical Sciences (MATSCIENCE/IMSc, Logo), Chennai (Madras) INDIA (National Emblem). |
© Last updated on Friday, the 25 January 2019. |