Modified Stokes's Formula for Regional Geoid Modeling

ISBN-13: 9783639128192 / Angielski / Miękka / 2009 / 124 str.

Artu Ellmann

Opis

The geoid is an equipotential surface of the Earths gravity field that nearly coincides with the mean sea level. In regional geoid determination it has become customary to utilize a modified Stokes formula, which combines local terrestrial data with an appropriate global geopotential model. Two distinct modification classes - deterministic and stochastic, exist. Both approaches aim at reducing the truncation bias which occurs due to neglecting the far-zone integration. In addition the stochastic methods also attempt to reduce the data errors in geoid modeling. This book presents principles of high-resolution geoid modeling for the three Baltic countries - Estonia, Latvia and Lithuania. Six modification methods are studied and tested numerically. Even though emphasis is on one specific region, it is the intention of this book to present comprehensive guidelines of the applied methods that can be utilized in any given region worldwide. This book can be used as complementary text to graduate level courses in the discipline of physical geodesy. Researchers primarily interested in regional geoid modeling may also be interested in this book.

O autorze

Artu Ellmann holds a PhD degree in geodesy (2004) from Royal
Institute of Technology (KTH) in Stockholm. In 2004 2006 he was
a research fellow at University of New Brunswick, Canada. He
is presently Head of the Chair of Geodesy at Tallinn University
of Technology, Estonia. His research interests are physical
geodesy and geoid modeling.