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The Determination of Geometric Characteristics of Irregular Underground Bodies
The main concern is with nonuniform shapes and bodies in most of engineering problems. For example, determination of nongeometric volumes in underground structures such as karstic and salty caves to store hydrocarbon materials specially petroleum and discharge of superfluous materials. The most of aquifers consists of unsymmetric boundaries. For determination of aquifer volume and amount of water storage, creation of applied functions of boundaries is required. For determining the geometric characteristics of nonuniform and nonregular bodies, the classic models and functions cannot be used, because of their specific shapes and surfaces. Therefore the interpolation models are used. In this research, two models for one and two dimensional interpolation are presented. The advantages of models are the simplicity and the lower computation operations as compared with current classic methods such as cubic spline and B-spline. The presented model is proper to use for large amount of data and it has continuity in function and slope in the element boundaries.
The Determination of Geometric Characteristics of Irregular Underground Bodies
The main concern is with nonuniform shapes and bodies in most of engineering problems. For example, determination of nongeometric volumes in underground structures such as karstic and salty caves to store hydrocarbon materials specially petroleum and discharge of superfluous materials. The most of aquifers consists of unsymmetric boundaries. For determination of aquifer volume and amount of water storage, creation of applied functions of boundaries is required. For determining the geometric characteristics of nonuniform and nonregular bodies, the classic models and functions cannot be used, because of their specific shapes and surfaces. Therefore the interpolation models are used. In this research, two models for one and two dimensional interpolation are presented. The advantages of models are the simplicity and the lower computation operations as compared with current classic methods such as cubic spline and B-spline. The presented model is proper to use for large amount of data and it has continuity in function and slope in the element boundaries.
The Determination of Geometric Characteristics of Irregular Underground Bodies
Zamani, Mehdi (Autor:in)
GeoShanghai International Conference 2010 ; 2010 ; Shanghai, China
Deep and Underground Excavations ; 224-231
14.05.2010
Aufsatz (Konferenz)
Elektronische Ressource
Englisch
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