1994
DOI: 10.1016/0030-4018(94)90549-5
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High-accuracy measurement of air refractive index using two frequency-doubling crystals

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Cited by 13 publications
(2 citation statements)
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“…3,8 The acquisition and processing time for each pixel is ϳ3 s. Related phase techniques have been used to measure the dispersion property of metals 9 and the refractive index of air. 10 It can be seen that a jitter of magnitude Dx in either the signal-or the reference-arm length will vary phases C 1 and C 2 by k 1 Dx and k 2 Dx, respectively, where k 1 ͑k 2 ͒ is the free-space wave number of the fundamental (second-harmonic) light. As k 2 is exactly double k 1 , we can totally eliminate the effect of this jitter by subtracting twice C 1 from C 2 .…”
mentioning
confidence: 99%
“…3,8 The acquisition and processing time for each pixel is ϳ3 s. Related phase techniques have been used to measure the dispersion property of metals 9 and the refractive index of air. 10 It can be seen that a jitter of magnitude Dx in either the signal-or the reference-arm length will vary phases C 1 and C 2 by k 1 Dx and k 2 Dx, respectively, where k 1 ͑k 2 ͒ is the free-space wave number of the fundamental (second-harmonic) light. As k 2 is exactly double k 1 , we can totally eliminate the effect of this jitter by subtracting twice C 1 from C 2 .…”
mentioning
confidence: 99%
“…The f iltered signals are then Hilbert transformed, and the phases, C 1 (fundamental) and C 2 (second-harmonic), are extracted. 8,9 Related phase techniques have been used to measure the dispersion of metals, 10 the refractive index of air, 11 and plasma electron density. 12 Jitter in the path lengths of the interferometer arms due to, for example, vibrations of the mirrors will introduce correlated phase errors between the heterodyne signals.…”
mentioning
confidence: 99%