1990
DOI: 10.1088/0026-1394/27/1/006
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Volume Determination of Fused Quartz Spheres

Abstract: The volume determination of fused quartz spheres used for the absolute measurement of the density of water is described. The diameters of the spheres are measured with an optical interferometer, in which the sphere is placed between two parallel Ctalon plates of accurately known separation, and the diameters are obtained by measuring the gaps between each etalon surface and the sphere. Two wavelengths, 633 nm of a frequency stabilized He-Ne laser and 441 nm of a He-Cd laser, are employed in order to use the me… Show more

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Cited by 19 publications
(19 citation statements)
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“…The original concept developed by Saunders [75] is shown in (a), where flat etalons and plane waves were used. This simple interferometer was also used at the NMIJ in 1990 to measure the diameter of fused quartz spheres [79], but a problem was found in this scheme. When a plane wave is reflected on the surface of the sphere, it is converted into a spherical one, and since its divergence is relatively large, it is clipped in passing through the optical components.…”
Section: Optical Interferometers For Silicon Spheresmentioning
confidence: 99%
“…The original concept developed by Saunders [75] is shown in (a), where flat etalons and plane waves were used. This simple interferometer was also used at the NMIJ in 1990 to measure the diameter of fused quartz spheres [79], but a problem was found in this scheme. When a plane wave is reflected on the surface of the sphere, it is converted into a spherical one, and since its divergence is relatively large, it is clipped in passing through the optical components.…”
Section: Optical Interferometers For Silicon Spheresmentioning
confidence: 99%
“…where L is the plate distance of the etalon. This distance L is determined by optical interferometry using a method described elsewhere [22].…”
Section: Optical Interferometermentioning
confidence: 99%
“…The improvements made were: exact definition of the diameter position and fringe evaluation by fringe scanning [4,5] as well as increase in the number of interferometric diameter measurements with photographic evaluation of the interference systems [6] so that an uncertainty of the interferometric evaluation between 0.01 and 0.02 interference orders was achieved. In a further step, lock-in detection of the interference signal and a scanning displacement of the etalon relative to the sphere allowed uncertainties in the interference evaluation of lower than λ/1000 to be achieved [7,8].…”
Section: Introductionmentioning
confidence: 99%