1887
ASEG2003 - 16th Geophysical Conference
  • ISSN: 2202-0586
  • E-ISSN:

Abstract

Success of airborne gravity survey mainly depends on determining the three-dimensional (3-D) position of the moving platform. Recent advances in technology, especially in Global Positioning System (GPS) have made it possible to determine the velocity and position of the moving platform with greater accuracy. Taking the advantage of these advancements in GPS technology and using a newly developed system, helicopter-borne gravity measurements were successfully carried out over the Kanto and Tokai districts of Japan. This new gravimeter system is composed of servo accelerometer sensors, stabilized platform, optical-fibre gyroscope to control the stabilized platform, GPS receivers and a data processor.

The 3-D position of the helicopter at every second was accurately determined by interferometric GPS method. These GPS data were also used to compute various correction factors which are applied on the measured gravity acceleration. Real-time differential GPS positioning were also conducted using a separate receiver mounted on the helicopter. These real-time positioning data were used for controlling the optical-fibre gyroscope. The gravity acceleration data were processed and necessary corrections were applied. Numerical filtering was carried out to remove high frequency noises present in the data. The observed free-air gravity anomalies were then compared with upward continuation of the ground truth. We also made an attempt to compile airborne gravity anomaly map.

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2003-08-01
2026-01-16
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References

  1. Blakely, R. J., 1995, Potential Theory in Gravity and Manetic Applications: Cambridge University Press.
  2. Brozena, J. M., 1984, A Preliminary Analysis of the NRL Airborne Gravimetry System: Geophysics, 49, 1060-1069.
  3. Gumert, W. R., and Cobb, G. E., 1970, Helicopter gravity measuring system: Advances in dynamic gravimetry: W. T. Kattner, Ed., Fort Worth, 79-83.
  4. Halpenny, J. E., and Darbha, D. M., 1995 Airborne gravity test over Lake Ontario: Geophysics, 60, 61-65
  5. Harlan, R. B., 1968, Eotvos correction for airborne gravimetry: Journal of Geophysical Research, 73, 4675-4679.
  6. LaCoste, L. J. B., 1967, Measurement of gravity at sea and in air: Review Geophysics, 5, 477-526.
  7. Sandwell, D. T. and Smith, W. H. F., 1997, Marine gravity anomaly from Geosat and ERS-1 satellite altimetry: Journal of Geophysical Research, 102, 10039-10054.
  8. Schwarz, K. P. and Li, Y. C, 1996, What can air gravimetry contribute to geoid determination: Journal of Geophysical Research, 101, B8, 17873-17881.
  9. Segawa, J., Hasegawa, H., Ishihara, T., Sakuma, S. and Ishi, M., 2000, A preliminary study of the development of a helicopter mounted gravity measureing system: Bulletin of Institute of Oceanic Research and Development, Tokai University, Japan, 21, 1-10.
  10. Segawa, J., Joseph, E. J., Kusumoto, S., Ishihara, T., Komazawa, M., Hasegawa, H., Takada, K., Nakayama, E., Sekizaki, S., Suzuki, H. and Sakuma, S., 2001, Results of the test conducted by a newly developed helicopter borne gavimeter system: Bulletin of Geological Survey of Japan, 52, 2/3, 73-81.
  11. Smith, W. H. F. and Wessel, P., 1990, Gridding with continuous curvature splines in tension: Geophysics, 55, 3, 293-305.
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