Autor/Autorin: Kiamehr Ramin
Ph.D. in Geodesy at Royal Institute of Technology (KTH), Sweden, Assistant professor in department of Geomatics in Zanjan University, Iran, Author of over 30 articles in scientific international journals and a book titled "Engineering Surveying", Member of International Association of Geodesy and American Geophysical Union.
Computation of a precise gravimetric geoid model with sparse and limited data is a difficult task, which needs a special notice. This book investigates the procedure for gathering, evaluating and combining different data for the determination of an optimum gravimetric geoid model as a case study in Iran. It covers the theoretical and practical aspects of geoid modelling and its applications in geosciences and engineering. It is intended to serve as a text book for graduate students in geosciences such as geodesy, geophysics and surveying engineering. It is consists of the basic theories and materials which need for precise geoid modelling including theory of the Least-Squares Modification of Stokes''s formula (KTH approach), qualification and refinement of the gravity data,determination of the gravity and gradient components, Global Geopotential Models (GGM),Digital Elevation Models (DEM), lateral density variation, corrective surface and engineering height datum, quasi-geoid modeling, variance components analysis, geodynamical and geophysical interpretations of geoid models.
Computation of a precise gravimetric geoid model with sparse and limited data is a difficult task, which needs a special notice. This book investigates the procedure for gathering,evaluating and combining different data for the determination of an optimum gravimetric geoid model as a case study in Iran. It covers the theoretical and practical aspects of geoid modelling and its applications in geosciences and engineering. It is intended to serve as a text book for graduate students in geosciences such as geodesy, geophysics and surveying engineering. It is consists of the basic theories and materials which need for precise geoid modelling including theory of the Least-Squares Modification of Stokes s formula (KTH approach), qualification and refinement of the gravity data,determination of the gravity and gradient components, Global Geopotential Models (GGM),Digital Elevation Models (DEM), lateral density variation, corrective surface and engineering height datum, quasi-geoid modeling, variance components analysis, geodynamical and geophysical interpretations of geoid models.
Ph.D. in Geodesy at Royal Institute of Technology (KTH), Sweden, Assistant professor in department of Geomatics in Zanjan University, Iran, Author of over 30 articles in scientific international journals and a book titled Engineering Surveying", Member of International Association of Geodesy and American Geophysical Union
Über den Autor
Ph.D. in Geodesy at Royal Institute of Technology (KTH), Sweden, Assistant professor in department of Geomatics in Zanjan University, Iran, Author of over 30 articles in scientific international journals and a book titled "Engineering Surveying", Member of International Association of Geodesy and American Geophysical Union.
Klappentext
Computation of a precise gravimetric geoid model with sparse and limited data is a difficult task, which needs a special notice. This book investigates the procedure for gathering, evaluating and combining different data for the determination of an optimum gravimetric geoid model as a case study in Iran. It covers the theoretical and practical aspects of geoid modelling and its applications in geosciences and engineering. It is intended to serve as a text book for graduate students in geosciences such as geodesy, geophysics and surveying engineering. It is consists of the basic theories and materials which need for precise geoid modelling including theory of the Least-Squares Modification of Stokes''s formula (KTH approach), qualification and refinement of the gravity data,determination of the gravity and gradient components, Global Geopotential Models (GGM),Digital Elevation Models (DEM), lateral density variation, corrective surface and engineering height datum, quasi-geoid modeling, variance components analysis, geodynamical and geophysical interpretations of geoid models.
