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Leonardo Urbiola Soto ; Carlos Díaz Díaz ; Fernando Aboites Dávila ;Ingeniería Mecánica. Tecnología y Desarrollo 2005, 2 1

Autor: Juan C. Jáuregui Correa



Ingeniería Mecánica.
Tecnología y Desarrollo ISSN: 1665-7381 Sociedad Mexicana de Ingeniería Mecánica México Jáuregui Correa, Juan C.; Urbiola Soto, Leonardo; Díaz Díaz, Carlos; Aboites Dávila, Fernando Modelado multidimensional de sistemas viscoelásticos Ingeniería Mecánica.
Tecnología y Desarrollo, vol.
2, núm.
1, septiembre, 2005, pp.
6-12 Sociedad Mexicana de Ingeniería Mecánica Distrito Federal, México Available in: How to cite Complete issue More information about this article Journals homepage in Scientific Information System Network of Scientific Journals from Latin America, the Caribbean, Spain and Portugal Non-profit academic project, developed under the open access initiative INGENIERÍA MECÁNICA TECNOLOGÍA Y DESARROLLO Vol.
2 No.
1 (2005) 6 - 12 Modelado multidimensional de sistemas viscoelásticos Juan C.
Jáuregui Correa, Leonardo Urbiola Soto, Carlos Díaz Díaz, Fernando Aboites Dávila CIATEQ A.C. Aguascalientes, Ags. ABSTRACT A multidimensional finite element model of a viscoelastic sliding bearing is presented.
The model consisted on two independent matrices, one represents the stiffness behavior and the other represents a damping matrix.
These matrices are independent from each other since the viscoelastic material properties are assumed to be a Kelvin type material.
Kelvin type materials are approximated as a linear combination of an elastic modulus and a viscous coefficient.
This simple model describes accurately almost any rubber found in several machine components. The model combines the linearity of the Kelvin type material plus the finite element interpolation scheme.
Thus, the advantages of the finite element method can be applied to any geometry. In order to obtain Kelvin´s coefficients, a test rig was built.
Material properties were experimentally determined and the model was validated.
Afterwards, a discretized...

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