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Descripción
The vibratory environment found in the majority of cases consists of random vibrations. Therefore, each recording of the same phenomena results in a signal different from the previous ones. Such vibrations can be only analyzed in a stochastic manner. In this paper, we present applications of the stochastic differential equations in random vibrations of Mass-Spring-Damper System. The motivation behind stochastic calculus is to define a calculus for situations in which ordinary methods of calculus do not apply due to randomness concerned with the system or the input. In this work, we will construct and implement methods for solving the stochastic differential equation modeling the Mass-Spring-Damper System with disturbances at the source (stochastic input) and stochastic differential equations with random coefficients.
Internacional	No
JCR del ISI	No
Título de la revista	International Review of Mechanical Engineering (I.RE.M.E.)
ISSN	1970-8734
Factor de impacto JCR
Información de impacto
Volumen	11
DOI	10.15866/ireme.v11i1.9800
Número de revista	1
Desde la página	16
Hasta la página	22
Mes	SIN MES
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• Autor: A. Chabani (University of Tahri Mohammed Bechar, Algeria)
• Autor: Francisco Javier Cara Cañas (UPM)
• Autor: A. Berga (University of Tahri Mohammed Bechar, Algeria)

• Creador: Grupo de Investigación: Estadística computacional y Modelado estocástico
• Departamento: Ingeniería de Organización, Administración de Empresas y Estadística