Three dimensional homogenous wave equation in rectangular coordinates / Che Maisarah Amanina Che Hashim
Wave equation is widely used in physics to describe small vibrations of a tightly stretched flexible string for one dimensional case. Stewart (2012) stated that the wave equations are also used to represent some physical problems in physics such as the motion of a waveform, which are an ocean wave,...
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my.uitm.ir.395762020-12-24T05:47:00Z http://ir.uitm.edu.my/id/eprint/39576/ Three dimensional homogenous wave equation in rectangular coordinates / Che Maisarah Amanina Che Hashim Che Hashim, Che Maisarah Amanina Differential equations. Runge-Kutta formulas Difference equations. Functional equations. Delay differential equations. Integral equations Finite element method Wave equation is widely used in physics to describe small vibrations of a tightly stretched flexible string for one dimensional case. Stewart (2012) stated that the wave equations are also used to represent some physical problems in physics such as the motion of a waveform, which are an ocean wave, a sound wave, or a light wave. This project will derive the solutions of the vibrating object for obtaining the vertical displacement of a wave in three dimensional wave equation based on rectangular coordinates. In addition, the Fourier series expansion is used to find a solution. The unique solution of homogenous wave equation can be obtained by using the method separation of variables. 2017-07 Thesis NonPeerReviewed text en http://ir.uitm.edu.my/id/eprint/39576/1/39576.pdf Che Hashim, Che Maisarah Amanina (2017) Three dimensional homogenous wave equation in rectangular coordinates / Che Maisarah Amanina Che Hashim. Degree thesis, Universiti Teknologi MARA. |
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Differential equations. Runge-Kutta formulas Difference equations. Functional equations. Delay differential equations. Integral equations Finite element method |
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Differential equations. Runge-Kutta formulas Difference equations. Functional equations. Delay differential equations. Integral equations Finite element method Che Hashim, Che Maisarah Amanina Three dimensional homogenous wave equation in rectangular coordinates / Che Maisarah Amanina Che Hashim |
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Wave equation is widely used in physics to describe small vibrations of a tightly stretched flexible string for one dimensional case. Stewart (2012) stated that the wave equations are also used to represent some physical problems in physics such as the motion of a waveform, which are an ocean wave, a sound wave, or a light wave. This project will derive the solutions of the vibrating object for obtaining the vertical displacement of a wave in three dimensional wave equation based on rectangular coordinates. In addition, the Fourier series expansion is used to find a solution. The unique solution of homogenous wave equation can be obtained by using the method separation of variables. |
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Thesis |
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Che Hashim, Che Maisarah Amanina |
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Che Hashim, Che Maisarah Amanina |
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Che Hashim, Che Maisarah Amanina |
title |
Three dimensional homogenous wave equation in rectangular coordinates / Che Maisarah Amanina Che Hashim |
title_short |
Three dimensional homogenous wave equation in rectangular coordinates / Che Maisarah Amanina Che Hashim |
title_full |
Three dimensional homogenous wave equation in rectangular coordinates / Che Maisarah Amanina Che Hashim |
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Three dimensional homogenous wave equation in rectangular coordinates / Che Maisarah Amanina Che Hashim |
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Three dimensional homogenous wave equation in rectangular coordinates / Che Maisarah Amanina Che Hashim |
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three dimensional homogenous wave equation in rectangular coordinates / che maisarah amanina che hashim |
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2017 |
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http://ir.uitm.edu.my/id/eprint/39576/1/39576.pdf http://ir.uitm.edu.my/id/eprint/39576/ |
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