MENYELESAIKAN PERSAMAAN LAPLACE DENGAN SYARAT BATAS CAMPURAN MENGGUNAKAN METODE OPERATOR PSEUDO-DIFFERENSIAL

To understand the movement of ships at the sea, we need to solve the problem of Laplace equation with a mixed boundary condition. In the section that describes the surface of the sea, Neuman boundary condition is imposed in part related to the ship and the Dirichlet boundary condition for others....

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Bibliographic Details
Main Author:	Natalia
Format:	Theses
Language:	Indonesia
Subjects:	Matematika
Online Access:	https://digilib.itb.ac.id/gdl/view/33927
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Institution:	Institut Teknologi Bandung
Language:	Indonesia

id	id-itb.:33927
spelling	id-itb.:339272019-01-31T10:17:23ZMENYELESAIKAN PERSAMAAN LAPLACE DENGAN SYARAT BATAS CAMPURAN MENGGUNAKAN METODE OPERATOR PSEUDO-DIFFERENSIAL Natalia Matematika Indonesia Theses Pseudo Dierential Operator, Dirichelt Boundary Condition, Neumann Bound- ary Condition, Laplace Equation INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/33927 To understand the movement of ships at the sea, we need to solve the problem of Laplace equation with a mixed boundary condition. In the section that describes the surface of the sea, Neuman boundary condition is imposed in part related to the ship and the Dirichlet boundary condition for others. In this paper we will assume that the ship is a one-dimensional objects that is oating on the sea surface. We aslo assume that the water ow is uniform in the parallel direction to the ship. Therefore we simply use the two-dimensional Laplace equation in this problem. We will use the Fourier transform to solve the Laplace equation to nd the approximate water velocity potential and combine with adding the sink to obtain suitable solutions. text
institution	Institut Teknologi Bandung
building	Institut Teknologi Bandung Library
continent	Asia
country	Indonesia Indonesia
content_provider	Institut Teknologi Bandung
collection	Digital ITB
language	Indonesia
topic	Matematika
spellingShingle	Matematika Natalia MENYELESAIKAN PERSAMAAN LAPLACE DENGAN SYARAT BATAS CAMPURAN MENGGUNAKAN METODE OPERATOR PSEUDO-DIFFERENSIAL
description	To understand the movement of ships at the sea, we need to solve the problem of Laplace equation with a mixed boundary condition. In the section that describes the surface of the sea, Neuman boundary condition is imposed in part related to the ship and the Dirichlet boundary condition for others. In this paper we will assume that the ship is a one-dimensional objects that is oating on the sea surface. We aslo assume that the water ow is uniform in the parallel direction to the ship. Therefore we simply use the two-dimensional Laplace equation in this problem. We will use the Fourier transform to solve the Laplace equation to nd the approximate water velocity potential and combine with adding the sink to obtain suitable solutions.
format	Theses
author	Natalia
author_facet	Natalia
author_sort	Natalia
title	MENYELESAIKAN PERSAMAAN LAPLACE DENGAN SYARAT BATAS CAMPURAN MENGGUNAKAN METODE OPERATOR PSEUDO-DIFFERENSIAL
title_short	MENYELESAIKAN PERSAMAAN LAPLACE DENGAN SYARAT BATAS CAMPURAN MENGGUNAKAN METODE OPERATOR PSEUDO-DIFFERENSIAL
title_full	MENYELESAIKAN PERSAMAAN LAPLACE DENGAN SYARAT BATAS CAMPURAN MENGGUNAKAN METODE OPERATOR PSEUDO-DIFFERENSIAL
title_fullStr	MENYELESAIKAN PERSAMAAN LAPLACE DENGAN SYARAT BATAS CAMPURAN MENGGUNAKAN METODE OPERATOR PSEUDO-DIFFERENSIAL
title_full_unstemmed	MENYELESAIKAN PERSAMAAN LAPLACE DENGAN SYARAT BATAS CAMPURAN MENGGUNAKAN METODE OPERATOR PSEUDO-DIFFERENSIAL
title_sort	menyelesaikan persamaan laplace dengan syarat batas campuran menggunakan metode operator pseudo-differensial
url	https://digilib.itb.ac.id/gdl/view/33927
_version_	1822924124094201856

MENYELESAIKAN PERSAMAAN LAPLACE DENGAN SYARAT BATAS CAMPURAN MENGGUNAKAN METODE OPERATOR PSEUDO-DIFFERENSIAL

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