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| | | Article Name : | | | Mathematical Aspects of a Vibrating String | | Author Name : | | | CELSO LUIS LEVADA1, HUEMERSON MACETI, CARLOS AWANO, TABATA VIDAL, TABATA VIDAL | | Publisher : | | | Bridge Center | | Article URL : |  | | | Abstract : | | | A wave can be understood as a disturbance that propagates
in a medium. There is a wide variety of waves in nature, and the study
of their properties and behavior is an important field of physics.
Among the most fundamental properties associated with a wave is the
fact that it carries energy without dragging the material medium
where it propagates. The purpose of this paper is to make a
mathematical review of the propagation of a transverse mechanical
wave through a string. The present work aims to study a possible analytical solution for the Wave Equation, where we approach the
problem of the vibrating string. This equation is written as a Partial
Differential Equation (PDE) of the second order | | Keywords : | | | vibrating string, wave, differential equation |
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