Comment on “Integral formulas for transformation of potential field parameters in geosciences” by P. Novák, M. Šprlák, R. Tenzer, and M. Pitoňák [Earth-Science Reviews, 164 (2017), 208—231]
Author:
Funder
National Natural Science Foundation of China
Shenzhen Key Laboratory of Deep Offshore Oil and Gas Exploration Technology
Publisher
Elsevier BV
Subject
General Earth and Planetary Sciences
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1. Gravitational gradients by tensor analysis with application to spherical coordinates;Casotto;J. Geod.,2009
2. Evaluation of gravitational curvatures of a tesseroid in spherical integral kernels;Deng;J. Geod.,2018
3. Evaluation of optimal formulas for gravitational tensors up to gravitational curvatures of a tesseroid;Deng;Surv. Geophys.,2018
4. Magnetic Curvatures of a Uniformly Magnetized Tesseroid using the Cartesian Kernels;Deng;Surv. Geophys.,2020
5. Non-singular expressions for the spherical harmonic synthesis of gravitational curvatures in a local north-oriented reference frame;Hamáčková;Comput. Geosci.,2016
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1. Efficient computation of gravitational effects and curvatures for a spherical zonal band discretized using tesseroids;Journal of Geodesy;2022-09-27
2. First-Order Derivatives of Principal and Main Invariants of Magnetic Gradient Tensor of a Uniformly Magnetized Tesseroid and Spherical Shell;Surveys in Geophysics;2022-03-20
3. Higher-order gravitational potential gradients by tensor analysis in spherical coordinates;Journal of Geodesy;2021-07
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