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Abstract

A new method of optical frequency beat counting based on fast Fourier transform (FFT) analysis is described. Signals with a worse signal-to-noise ratio can be counted correctly comparing to the conventional counting method of detecting each period separately. The systematic error of FFT counting below 10 Hz is demonstrated and can be decreased. Additionally the modulation width of a frequency-stabilized laser with high frequency modulation index can be simultaneously measured during a carrier frequency measurement against an optical frequency synthesizer or other laser.

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Authors and Affiliations

Petr Křen
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Abstract

This paper presents two methods for evaluation of the effective wavenumber of nearly-Gaussian beams in laser interferometers that can be used for determination of a so called diffraction correction in absolute gravimeters. The first method, that can be simply used in situ, is an empirical procedure based on the evaluation of the variability of g measurements against the amount of light limited by an iris diaphragm and transmitted to a photodetector. However, precision of this method depends on the beam quality similarly as in the case of the conventional method based on measurement of a beam width. The second method, that is more complex, is based on beam profiling in various distances and on calculation of the effective wavenumber using the second spatial derivative of a non-ideal beam field envelope. The measurement results achieved by both methods are presented on an example of two absolute gravimeters and the determined diffraction corrections are compared with the results obtained by measurements of beam width. Agreement of methods within about 1 mGal have been obtained with average diffraction corrections slightly exceeding +2 mGal for three FG5(X) gravimeter configurations.

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References

[1]Monchalin, J.P., Kelly, M.J., Thomas, J.E., Kurnit, N.A., Szöke, A., Zernike, F., Lee, P.H., Javan, A.(1981). Accurate laser wavelength measurement with a precision two-beam scanning Michelson in-terferometer.Appl Opt., 20(5), 736–57.

[2]Sasso, C.P., Massa, E., and Mana, G. (2016). Diffraction effects in length measurements by laserinterferometry.Optics Express, 24(6), 6522–6531. DOI: 10.1364/OE.24.006522

[3]Niebauer, T.M., Sasagawa, G.S., Faller, J.E., Hilt, R., Klopping, F. (1995). A new generation of abso-lute gravimeters.Metrologia, 32, 159–180.

[4]vanWestrum, D., Niebauer, T.M. (2003). The diffraction correction for absolute gravimeters.Metrologia, 40, 258–263.

[5]Robertsson, L. (2007). On the diffraction correction in absolute gravimetry.Metrologia, 44, 35–39.

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Authors and Affiliations

Petr Křen
Vojtech Pálinkáš

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