2019
DOI: 10.3390/polym11061074
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Radial Basis Function Neural Network-Based Modeling of the Dynamic Thermo-Mechanical Response and Damping Behavior of Thermoplastic Elastomer Systems

Abstract: The presented work deals with the creation of a new radial basis function artificial neural network-based model of dynamic thermo-mechanical response and damping behavior of thermoplastic elastomers in the whole temperature interval of their entire lifetime and a wide frequency range of dynamic mechanical loading. The created model is based on experimental results of dynamic mechanical analysis of the widely used thermoplastic polyurethane, which is one of the typical representatives of thermoplastic elastomer… Show more

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Cited by 36 publications
(27 citation statements)
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“…We proved in our earlier works [40][41][42] that the temperature dependence of the storage modulus E (T) at a given constant oscillating frequency of dynamic mechanical loading for thermoplastic elastomer systems within the whole temperature range of its service life can be quantitatively described with a high level of reliability by the Mahieux and Reifsnider's unified analytical model [43] based on a Weibull distribution of the failures of secondary bonds between macromolecular chains throughout the primary as well as secondary relaxation processes. The presented study focuses on the ability of such approach to predict the temperature dependence of dynamic mechanical behaviour of much more complex PMX3 resin-rubber polymeric system for the first time, cured by different doses of high-energy EB radiation, which represents, in terms of molecular forces, a specific blend of three different polymers of two different types-rather incompatible and immiscible hybrid blend of one elastomer with two relatively very high compatible and miscible thermosets-while its viscoelastic properties are determined not only by the temperature but also by the size of the applied radiation dose.…”
Section: Stiffness-temperature Modelmentioning
confidence: 91%
“…We proved in our earlier works [40][41][42] that the temperature dependence of the storage modulus E (T) at a given constant oscillating frequency of dynamic mechanical loading for thermoplastic elastomer systems within the whole temperature range of its service life can be quantitatively described with a high level of reliability by the Mahieux and Reifsnider's unified analytical model [43] based on a Weibull distribution of the failures of secondary bonds between macromolecular chains throughout the primary as well as secondary relaxation processes. The presented study focuses on the ability of such approach to predict the temperature dependence of dynamic mechanical behaviour of much more complex PMX3 resin-rubber polymeric system for the first time, cured by different doses of high-energy EB radiation, which represents, in terms of molecular forces, a specific blend of three different polymers of two different types-rather incompatible and immiscible hybrid blend of one elastomer with two relatively very high compatible and miscible thermosets-while its viscoelastic properties are determined not only by the temperature but also by the size of the applied radiation dose.…”
Section: Stiffness-temperature Modelmentioning
confidence: 91%
“…We set w ji = 1 because other values of w ji will result in the biased selection, which leads to weighted 2SAT [4,13,61]. c i is the center and σ i is the width as shown in the following equations:…”
Section: Radial Basis Function Neural Network (Rbfnn)mentioning
confidence: 99%
“…It is noted that the model construction phase of the RBFNN model requires a proper determination of the number of neurons (N n ) and the RBF width (σ). An appropriate set of N n and σ ensures the success of establishing a [51,52]. Additionally, the parameter σ affects the influence of RBF nodes on each data point; therefore, it determines the generalization of the prediction model.…”
Section: Radial Basis Function Neural Network (Rbfnn)mentioning
confidence: 99%