1993
DOI: 10.1071/ph930087
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Canterbury Ring Laser and Tests for Nonreciprocal Phenomena

Abstract: An historic and simple experiment has been revitalised through the availability of supercavity mirrors and also through a heightened interest in interferometry as a test of physical theory. We describe our helium-neon ring laser, and present results demonstrating a fractional frequency resolution of 2�1x10-18 (1�0 mHz in 474 THz). The rotation of the earth unlocks the counterrotating beams. A new field of spectroscopy becomes possible, with possible applications to geophysical measurements such as seismic even… Show more

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Cited by 31 publications
(7 citation statements)
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“…A recent facility is the C-I ring-laser system designed by Professor Hans R Bilger of Oklahoma State University, Stillwater, OK, USA and built at the University of Canterbury, Christchurch, New Zealand (Stedman et al 1993, Anderson et al 1994 figure 6(a)). This He-Ne ring laser system (f 0 = 473.6 THz, λ = 633.0 nm) is defined by a rectangle of four supermirrors, nominally 99.9985% reflectors and having measured total losses at manufacturing in the range 8-14 ppm, of which up to 10 ppm constitute the (designed) transmission loss, and 3-5 ppm are measured as scattering loss.…”
Section: C-i: Designmentioning
confidence: 99%
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“…A recent facility is the C-I ring-laser system designed by Professor Hans R Bilger of Oklahoma State University, Stillwater, OK, USA and built at the University of Canterbury, Christchurch, New Zealand (Stedman et al 1993, Anderson et al 1994 figure 6(a)). This He-Ne ring laser system (f 0 = 473.6 THz, λ = 633.0 nm) is defined by a rectangle of four supermirrors, nominally 99.9985% reflectors and having measured total losses at manufacturing in the range 8-14 ppm, of which up to 10 ppm constitute the (designed) transmission loss, and 3-5 ppm are measured as scattering loss.…”
Section: C-i: Designmentioning
confidence: 99%
“…All proposals known to us consider square rings. The use of one extra mirror over the minimal triangle has advantages in reducing backscatter through the near-ideal incidence angle of 45 • , in permitting alternative choices of polarization, and in maximizing the signal/loss ratio A/P N, where N is the number of mirrors and, as before, A is the area and P the perimeter (Stedman et al 1993). In addition, the s reflectivity of a supermirror designed for normal incidence is in fact greater at 45 • incidence than at either the design angle of 0 • or the angle appropriate for a triangular ring (30 • ).…”
Section: Introduction: Large Rings and Scaling Rulesmentioning
confidence: 99%
“…Ring laser gyroscopes capable of measuring Earth rotation came much later [8] and over the last twenty-five years have increased in size between 1 and 834 m 2 [9]; more recently, these have employed short wavelength neon transitions in order to maximise the scale factor of the device via the optical frequency [10]. Of the wide variety of different laser systems constructed over the years [4], they all share common features such as radio frequency excitation of a helium-neon gain medium which fills the entire optical cavity, which itself has no other hard apertures or other optical elements apart from the intra-cavity supermirrors.…”
Section: Introductionmentioning
confidence: 99%
“…As a consequence, in little more than 15 years, laser gyroscopes increased in size from 0.748 m 2 [9] to 834 m 2 [10]. A laser gyroscope senses rotation through the Sagnac effect.…”
mentioning
confidence: 99%