Abstract
When performing high-precision geometric leveling on geodynamic and technogenic polygons, the problem of selecting a system of heights and obtaining reliable data arises, taking into account, first of all, the heterogeneity of the gravitational field along the lines of leveling. The research and development of a methodological approach to solve the above issues is the purpose of this publication. For the research process, the method of mathematical processing of a wide spectrum of geodetic and gravimetric measurements, differential and mathematical analysis, methods of conducting high-precision leveling and gravimetric works are used. During the process of field geodetic and gravimetric measurements, the values of gravitational acceleration in the mountain, foothill and plain areas were obtained, which made possible, on the basis of the mathematical dependences deduced by the author, to find corrections in the measured excesses for the non-parallelism of the level surfaces. On the basis of unique experimental level-gravimetric observations and their corresponding mathematical elaboration, numerical characteristics of gravitational acceleration for various forms of relief have been obtained. In the final case, the obtained analytic dependencies give an opportunity to take into account the influence of the non-parallelism of the level surfaces in the measured excesses or the heights of high-precision geometric leveling, without taking into account the gravitational field of the normal Earth. The proposed methodological approach to the determination of heights by high-precision geometric leveling on geodynamic and technogenic polygons may take into account the influence of the non-parallelism of the level surfaces according to the derived formulas and should be effectively used at present.
Highlights
IntroductionAn important issue requiring periodic monitoring is the requirements to ensure the safe operation of various engineering facilities, as well as environmental protection
An important issue requiring periodic monitoring is the requirements to ensure the safe operation of various engineering facilities, as well as environmental protection.Different kinds of monitoring are carried out to solve the above problem
During the process of field geodetic and gravimetric measurements, the values of gravitational acceleration in the mountain, foothill and plain areas were obtained, which made possible, on the basis of the mathematical dependences deduced by the author, to find corrections in the measured excesses for the nonparallelism of the level surfaces
Summary
An important issue requiring periodic monitoring is the requirements to ensure the safe operation of various engineering facilities, as well as environmental protection. Different kinds of monitoring are carried out to solve the above problem One of such effective monitoring methods can be geodetic, which allows to determine the vertical and horizontal movements of engineering objects and the earth’s surface and on this basis to establish certain types of deformations and their processes in general. For this purpose, special geodetic networks are being built on geodynamic and technogenic polygons. One of the important components of such networks is the vertical component, which determines the high-altitude changes in the position of the research objects, which, in turn, requires reliable and accurate obtaining of the final results, taking into account the real gravimetric field of the Earth. The actual problem of taking into account the influence of a real gravimetric field on the precision of highprecision geometric leveling is devoted to this publication
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