Descripción
In this paper
the fractional differential equation for the mass-spring-damper system in terms
of the fractional time derivatives of the Caputo type is considered. In order
to be consistent with the physical equation, a new parameter is introduced.
This parameter characterizes the existence of fractional components in the
system. A relation between the fractional order time derivative and the new
parameter is found. Different
particular cases are analyzed.
Gómez Aguilar, J. et al. (2012).
Mathematical modelling of the mass-spring-damper system - A fractional calculus
approach. Acta Universitaria, 22 (5),
pp. 5-11.
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