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University of the Ryukyus Repository >
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Bulletin of the College of Science, University of the Ryukyus >
No.48 (1989/11) >
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| Title | : | Solution of Differential Equation by Means of Finite Element Method |
| Authors | : | Hayashi, Daigoro |
| Authors alternative | : | 林, 大五郎 |
| Issue Date | : | Nov-1989 |
| Abstract | : | The finite element method may be defined as the modern "Method of Weighted Residuals" (MWR). This paper describes how to solve the differential equations which are essential in order to explain quantiatively a number of valuable geological and geodynamic problems.
The methods to solve linear differential equation, non-linear equation, non-linear non-steady equation, Laplace equation and incompreeible New tonian flow problem are explained by means of the Galerkin finite element method. |
| Type Local | : | 紀要論文 |
| ISSN | : | 0286-9640 |
| Publisher | : | 琉球大学理学部 |
| URI | : | http://hdl.handle.net/20.500.12000/2627 |
| Citation | : | 琉球大学理学部紀要 = Bulletin of the College of Science. University of the Ryukyus no.48 p.15 -34 |
| Appears in Collections | : | No.48 (1989/11)
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Files in This Item:
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| No48p15.pdf | | 1000Kb | Adobe PDF | View/Open |
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