ONE-DIMENSIONAL BOUNDARY FIELD PROBLEM ANALYTIC SOLUTION REALIZATION USING MATLAB AND .NET C# ENVIRONMENT

Authors

  • Edgars Judovičs Rēzeknes Tehnoloģiju akadēmija (LV)
  • Valdis Platonovs Rēzeknes Tehnoloģiju akadēmija (LV)
  • Ilmārs Kangro Rēzeknes Tehnoloģiju akadēmija (LV)

DOI:

https://doi.org/10.17770/het2016.20.3542

Keywords:

C#, MATLAB, programma, robežproblēma

Abstract

Three-dimensional boundary problem for differential equation can help solve many interesting cases. But usually 3-D method is not needed, so there is a need to convert it to a one-dimensional variant. Also a very good thing is that the solution is very accurate, when using a computer. In this paper, the authors tried to make a solution in MATLAB with using C# programming language to make possible many entries.

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References

About MATLAB [online] [Skatīts 01.04.2016.] Pieejams: http://se.mathworks.com/products/matlab/

Kalis, H., Kangro, I. Datorprogrammas MATLAB lietošana matemātikas mācības procesā, Rēzekne, RA Izdevniecība, 2010.

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Kalis, H., Kangro, I. (2015) ANALYTICAL SOLUTION FOR 3D MODEL OF PEAT BLOCKS. Proc. of the Int. conf.: 14th International Scientific Conference ENGINEERING FOR RURAL DEVELOPMENT, May 20-22, 2015, Jelgava, Latvia, Volume 14

Teirumnieka, Ē., Kangro, I., Teirumnieks, E., Kalis, H. (2015) The analytical solution of the 3D model with Robin's boundary conditions for 2 peat layers. Proc. of the 10-th int. Scientific and Practical Conference "Environment. Technology. Resources." Volume III, Rezekne Higher Education institution.

Kalis, H., Kangro, I. Matemātiskās metodes inženierzinātnēs, mācību līdzeklis; Rēzekne: RA Izdevniecība, 2004.

What is COM? [online] [Skatīts 14.04.2016.] Pieejams: https://www.microsoft.com/com/default.mspx

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Published

2016-04-20

Issue

Section

Information technology, mechatronics, electronics

How to Cite

[1]
E. Judovičs, V. Platonovs, and I. Kangro, “ONE-DIMENSIONAL BOUNDARY FIELD PROBLEM ANALYTIC SOLUTION REALIZATION USING MATLAB AND .NET C# ENVIRONMENT”, HET, no. 20, pp. 106–111, Apr. 2016, doi: 10.17770/het2016.20.3542.