Modeling of Geological Objects and Geophysical Fields Using Haar Wavelets
This article is a presentation of application of the fast wavelet transform with basic Haar functions for modeling the structural surfaces and geophysical fields, characterized by fractal features. The multiscale representation of experimental data allows reducing significantly a cost of the process...
Main Author: | |
---|---|
Format: | Article |
Language: | English |
Published: |
Perm Sate National Research University
2014-12-01
|
Series: | Vestnik Permskogo Universiteta: Seriâ Geologiâ |
Subjects: | |
Online Access: | http://geology-vestnik.psu.ru/index.php/geology/article/view/43 |
id |
doaj-a170ffbd10934195b8e63e6ae1758964 |
---|---|
record_format |
Article |
spelling |
doaj-a170ffbd10934195b8e63e6ae17589642020-11-24T23:10:05ZengPerm Sate National Research UniversityVestnik Permskogo Universiteta: Seriâ Geologiâ1994-36012313-47982014-12-01425668010.17072/psu.geol.25.6639Modeling of Geological Objects and Geophysical Fields Using Haar WaveletsA. S. Dolgal0Горный институт УрО РАН, 614007, Пермь, ул. Сибирская, 78-АThis article is a presentation of application of the fast wavelet transform with basic Haar functions for modeling the structural surfaces and geophysical fields, characterized by fractal features. The multiscale representation of experimental data allows reducing significantly a cost of the processing of large volume data and improving the interpretation quality. This paper presents the algorithms for sectionally prismatic approximation of geological objects, for preliminary estimation of the number of equivalent sources for the analytical approximation of fields, and for determination of the rock magnetization in the upper part of the geological section.http://geology-vestnik.psu.ru/index.php/geology/article/view/43фракталмножествобазисная функциявейвлет Хаарааппроксимацияполеаномалиягеологический объект |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
A. S. Dolgal |
spellingShingle |
A. S. Dolgal Modeling of Geological Objects and Geophysical Fields Using Haar Wavelets Vestnik Permskogo Universiteta: Seriâ Geologiâ фрактал множество базисная функция вейвлет Хаара аппроксимация поле аномалия геологический объект |
author_facet |
A. S. Dolgal |
author_sort |
A. S. Dolgal |
title |
Modeling of Geological Objects and Geophysical Fields Using Haar Wavelets |
title_short |
Modeling of Geological Objects and Geophysical Fields Using Haar Wavelets |
title_full |
Modeling of Geological Objects and Geophysical Fields Using Haar Wavelets |
title_fullStr |
Modeling of Geological Objects and Geophysical Fields Using Haar Wavelets |
title_full_unstemmed |
Modeling of Geological Objects and Geophysical Fields Using Haar Wavelets |
title_sort |
modeling of geological objects and geophysical fields using haar wavelets |
publisher |
Perm Sate National Research University |
series |
Vestnik Permskogo Universiteta: Seriâ Geologiâ |
issn |
1994-3601 2313-4798 |
publishDate |
2014-12-01 |
description |
This article is a presentation of application of the fast wavelet transform with basic Haar functions for modeling the structural surfaces and geophysical fields, characterized by fractal features. The multiscale representation of experimental data allows reducing significantly a cost of the processing of large volume data and improving the interpretation quality. This paper presents the algorithms for sectionally prismatic approximation of geological objects, for preliminary estimation of the number of equivalent sources for the analytical approximation of fields, and for determination of the rock magnetization in the upper part of the geological section. |
topic |
фрактал множество базисная функция вейвлет Хаара аппроксимация поле аномалия геологический объект |
url |
http://geology-vestnik.psu.ru/index.php/geology/article/view/43 |
work_keys_str_mv |
AT asdolgal modelingofgeologicalobjectsandgeophysicalfieldsusinghaarwavelets |
_version_ |
1725608143248949248 |