@inBook{
 title = {Exploring the Nonlinear Stochastic Dynamics of an Orchard Sprayer Tower Moving Through an Irregular Terrain},
 type = {inBook},
 year = {2018},
 identifiers = {[object Object]},
 pages = {203-213},
 websites = {http://link.springer.com/10.1007/978-3-319-63937-6_11},
 id = {6bed9983-300b-38cf-ae70-bc6ceec789c5},
 created = {2018-02-14T22:51:06.514Z},
 file_attached = {true},
 profile_id = {0de32ad6-2046-38d7-8702-98df9dad31a3},
 last_modified = {2018-02-14T22:51:36.735Z},
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 authored = {true},
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 abstract = {In agricultural industry, the process of orchards spraying is of extreme im-portance to avoid losses and reduction of quality in the products. In orchards spray-ing process an equipment called sprayer tower is used. It consists of a reservoir and fans mounted over an articulated tower, which is supported by a vehicle suspension. Due to soil irregularities this equipment is subject to random loads, which may ham-per the proper dispersion of the spraying fluid. This work presents the construction of a consistent stochastic model of uncertainties to describe the non-linear dynamics of an orchard sprayer tower. In this model, the mechanical system is described by as a multi-body with three degrees of freedom, and random loadings as a harmonic ran-dom process. Uncertainties are taken into account through a parametric probabilistic approach, where maximum entropy principle is used to specify random parameters distributions. The propagation of uncertainties through the model is computed via Monte Carlo method.},
 bibtype = {inBook},
 author = {Cunha, Americo and Felix, Jorge Luis Palacios and Balthazar, José Manoel}
}

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