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Bir Boyutlu Yeraltı Su Akım Ortamında Kirliliğin Yayılmasının Bir Matematik Modelinin Çözümlenmesi Üzerine

Year 2003, Volume: 1 Issue: 21, 109 - 114, 01.12.2003

Abstract

Bu çalışmada bir boyutlu yeraltı su akımı ortamında kirliliğin yayılması durumunda ortaya çıkan sınır değer problemi Laplace Yöntemi ile çözülmüş ve Laplace Yöntemi ile problem çözmede oldukça kullanışlı olan bir integrasyon formülü kanıtlanmıştır.

An Analysis of a Mathematical Model on Advection-Dispersion of Contamination in a Medium of one Dimensional Underground Water Flow

Year 2003, Volume: 1 Issue: 21, 109 - 114, 01.12.2003

Abstract

In this study, the solution of the boundary value problem of advection-dispersion equation arising in contamination problems in a medium of one dimensional underground water flow has been solved by using Laplace Method and an integration formula that is rather useful in solving problems via Laplace Method has been proven.

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Details

Other ID JA58SG32PM
Authors

Şerife Faydaoğlu This is me

Submission Date December 1, 2003
Publication Date December 1, 2003
Published in Issue Year 2003 Volume: 1 Issue: 21

Cite

APA Faydaoğlu, Ş. (2003). An Analysis of a Mathematical Model on Advection-Dispersion of Contamination in a Medium of one Dimensional Underground Water Flow. Selcuk University Journal of Science Faculty, 1(21), 109-114.
AMA Faydaoğlu Ş. An Analysis of a Mathematical Model on Advection-Dispersion of Contamination in a Medium of one Dimensional Underground Water Flow. Selcuk University Journal of Science Faculty. December 2003;1(21):109-114.
Chicago Faydaoğlu, Şerife. “An Analysis of a Mathematical Model on Advection-Dispersion of Contamination in a Medium of One Dimensional Underground Water Flow”. Selcuk University Journal of Science Faculty 1, no. 21 (December 2003): 109-14.
EndNote Faydaoğlu Ş (December 1, 2003) An Analysis of a Mathematical Model on Advection-Dispersion of Contamination in a Medium of one Dimensional Underground Water Flow. Selcuk University Journal of Science Faculty 1 21 109–114.
IEEE Ş. Faydaoğlu, “An Analysis of a Mathematical Model on Advection-Dispersion of Contamination in a Medium of one Dimensional Underground Water Flow”, Selcuk University Journal of Science Faculty, vol. 1, no. 21, pp. 109–114, 2003.
ISNAD Faydaoğlu, Şerife. “An Analysis of a Mathematical Model on Advection-Dispersion of Contamination in a Medium of One Dimensional Underground Water Flow”. Selcuk University Journal of Science Faculty 1/21 (December2003), 109-114.
JAMA Faydaoğlu Ş. An Analysis of a Mathematical Model on Advection-Dispersion of Contamination in a Medium of one Dimensional Underground Water Flow. Selcuk University Journal of Science Faculty. 2003;1:109–114.
MLA Faydaoğlu, Şerife. “An Analysis of a Mathematical Model on Advection-Dispersion of Contamination in a Medium of One Dimensional Underground Water Flow”. Selcuk University Journal of Science Faculty, vol. 1, no. 21, 2003, pp. 109-14.
Vancouver Faydaoğlu Ş. An Analysis of a Mathematical Model on Advection-Dispersion of Contamination in a Medium of one Dimensional Underground Water Flow. Selcuk University Journal of Science Faculty. 2003;1(21):109-14.

Journal Owner: On behalf of Selçuk University Faculty of Science, Rector Prof. Dr. Hüseyin YILMAZ
Selcuk University Journal of Science Faculty accepts articles in Turkish and English with original results in basic sciences and other applied sciences. The journal may also include compilations containing current innovations.

It was first published in 1981 as "S.Ü. Fen-Edebiyat Fakültesi Dergisi" and was published under this name until 1984 (Number 1-4).
In 1984, its name was changed to "S.Ü. Fen-Edeb. Fak. Fen Dergisi" and it was published under this name as of the 5th issue.
When the Faculty of Letters and Sciences was separated into the Faculty of Science and the Faculty of Letters with the decision of the Council of Ministers numbered 2008/4344 published in the Official Gazette dated 3 December 2008 and numbered 27073, it has been published as "Selcuk University Journal of Science Faculty" between 2009-2025. 
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