Geoscience Reference
In-Depth Information
Sillard, P., & Boucher, C. (2001). A review of algebraic constraints in terrestrial reference frame
definition. Journal of Geodesy, 75(2/3), 63-73.
Sj¨berg, L. E. (2006). New solutions to the direct and indirect geodetic problems on the ellipsoid.
Zeitschrift fuer Vermessungswesen, 131, 35-39.
Sj¨berg, L. E., & Shirazian, M. (2012). Solving the direct and inverse geodetic problems on the
ellipsoid by numerical integration. Journal of Surveying Engineering, ASCE, 138(1), 9-16.
Steed, J. (1990). A practical approach to transformation between commonly used reference
systems. The Australia Surveyor, 35(3), 248-264.
Takahashi, F., Kondo, T., Takahashi, Y., & Koyama, Y. (2000). Very long baseline interferometer
(Wave Summit Course). Amsterdam: Ohmsha, IOS Press.
Thaller, D., Dach, R., Seitz, M., Beutler, G., Mareyen, M., & Richter, B. (2011). Combination of
GNSS and SLR observations using satellite co-locations. Journal of Geodesy, 85(5), 257-272.
doi: 10.1007/s00190-010-0433-z .
Thaller, D., Kr ¨ gel, M., Rothacher, M., Tesmer, V., Schmid, R., & Angermann, D. (2007).
Combined Earth orientation parameters based on homogeneous and continuous VLBI and
GPS data. In H. Schuh, A. Nothnagel, C. Ma (Eds.), VLBI special issue. Journal of Geodesy,
81(6/8), 529-541.
Thomas, C. M., & Featherstone, W. E. (2005). Validation of Vincenty's formulas for the geodesic
using a new fourth-order extension of Kivioja's formula. Journal of Surveying Engineering,
131(1), 20-26.
Thomson, D. B. (1976). Combination of geodetic networks. Canada: University of New Brunswick
(Technical Report No. 30, p. 198).
Timmen, L. (2003). Precise definition of the effective measurement height of free-fall absolute
gravimeters. Metrologia, 40, 62-65.
Timmen, L. (2010). Absolute and relative gravimetry. In G. Xu (Ed.), Sciences of geodesy—I:
Advances and future directions (pp. 1-48). Berlin: Springer.
Timmen, L., Falk, R., Gitlein, O., & Wilmes, H. (2011). The measuring offset of the absolute
gravimeter JILAg-3 (LUH) with respect to the FG5 instruments no. 101 (BKG) and
no. 220 (LUH). In V. G. Peshekhonov (Ed.), Terrestrial gravimetry: static and mobile
measurements, international symposium (pp. 72-77). Saint Petersburg: The State Research
Center of the Russian Federation—Concern CSRI Elektropribor, JCS.
Timmen, L., Flury, J., Peters, T., & Gitlein, O. (2006). A new absolute gravity base in the German
Alps. In M. Hvoˇdara & I. Koh´n (Eds.), Contributions to geophysics and geodesy, 2nd
workshop on international gravity field research (special issue) (Vol. 36, pp. 7-20). Bratislava:
Slovak Academy of Sciences.
Timmen, L., Gitlein, O., Klemann, V., & Wolf, D. (2009). Gravity change in the Fennoscandian
Uplift Area observed by absolute gravimetry (Vol. 11, p.1834). EGU General Assembly
Conference Abstracts.
Timmen, L., Gitlein, O., Klemann, V., & Wolf, D. (2012). Observing gravity change in the
Fennoscandian uplift area with the Hanover absolute gravimeter. Pure and Applied Geophys-
ics, 169(8), 1331-1342.
Timmen, L., & M ¨ ller, J. (2010). Accuracy and time stability of the Hannover absolute gravime-
ters JILAg-3 and FG5-220. In The apple of knowledge (pp. 251-259). Thessaloniki: Ziti
Editions.
Titov, O. (2010). VLBI2020: from reality to vision. In D. Behrend, K. D. Baver (Eds.), IVS 2010
General meeting proceedings (pp. 60-64). NASA/CP-2010-215864.
Tobita, M. (2001). Coordinate transformation software “TKY2JGD” from Tokyo datum to a
geocentric reference system, Japanese Geodetic Datum 2000. Times of Geographical Survey
Institute, 97, 31-57.
Torge, W. (1989). Gravimetry. Berlin: Walter de Gruyter.
Torge, W., & M¨ ller, J. (2012). Geodesy (4th ed.). Berlin: Walter de Gruyter. 433pp. ISBN 978-3-
11-020718-7.
Search WWH ::




Custom Search