Search Results - "da Silva, Cláudio R. Ávila"

On the numerical determination of eigenvalues/eigenvectors using a high regularity finite element method by de Suarez, Oscar Alfredo Garcia, Rossi, Rodrigo, Altafini, Carlos Roberto, Ávila da Silva, Cláudio R.

“…This study investigates the numerical prediction of eigenvalues/eigenvectors in heat conduction transfer problems based on approximation spaces constructed…”
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Chaos–Galerkin solution of stochastic Timoshenko bending problems by Ávila da Silva, Cláudio R., Beck, André Teófilo

“…This paper presents an accurate and efficient solution for the random transverse and angular displacement fields of uncertain Timoshenko beams. Approximate,…”
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Uncertainty quantification of the stochastic process “crack size” for the Forman model using the “fast crack bounds” method by Santos, Bruno dos, Ávila da Silva, Cláudio R., Machado, Waldir Mariano

“…•The Uncertainty quantification establish a good correlation between FCB and RK4•Computational runtime by FCB was 396.92% more efficient when compared to…”
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A non-intrusive methodology for the representation of crack growth stochastic processes by Lopez, Rafael Holdorf, Ávila da Silva, Cláudio R.

“…•Proposed methodology is much more efficient than the MCS.•It requires only a few calls to the Runge–Kutta code.•Its accuracy increases with the degree of the…”
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Bending of stochastic Kirchhoff plates on Winkler foundations via the Galerkin method and the Askey–Wiener scheme by da Silva Jr, Cláudio R. Ávila, Beck, André Teófilo

“…In this paper, the method of Galerkin and the Askey–Wiener scheme are used to obtain approximate solutions to the stochastic displacement response of Kirchhoff…”
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Uncertainty analysis on the wear coefficient of Archard model by da Silva, Cláudio R. Ávila, Pintaude, Giuseppe

“…This paper proposes a probabilistic model for the wear of surfaces in contact. An initial value problem (IVP) is formulated from the particularization of…”
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Fast crack bounds method applied to crack propagation models under constant amplitude loading by Santos, Rodrigo Villaca, Machado, Waldir Mariano, da Silva, Cláudio R. Ávila

“…In linear elastic fracture mechanics (LEFM), several models under constant amplitude loading describe the propagation of a crack, and these models are…”
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Analytical bounds for efficient crack growth computation by R. Ávila da Silva Jr, Cláudio, Santos, Rodrigo Villaca, Beck, André Teófilo

“…In linear elastic fracture mechanics, the rate of crack propagation is proportional to the range of stress intensity factors. The most popular model relating…”
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Strategies for finding the design point under bounded random variables by Beck, André Teófilo, Ávila da S., Cláudio R.

“…•Inverse of standard Gaussian cumulative probability distribution Φ-1(u), collapses when u→1.•Mapping to standard Gaussian space may collapse as bounded random…”
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Uncertainty quantification via λ-Neumann methodology of the stochastic bending problem of the Levinson–Bickford beam by Squarcio, Roberto M. F., da Silva, Claudio R. Ávila

“…In stochastic structural mechanics, the treatment of uncertainty is often the main objective of numerical simulations to estimate the responses of a system or…”
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Uncertainty quantification via [lambda]-Neumann methodology of the stochastic bending problem of the Levinson-Bickford beam by Squarcio, Roberto M. F, da Silva, Claudio R. Ávila

“…In stochastic structural mechanics, the treatment of uncertainty is often the main objective of numerical simulations to estimate the responses of a system or…”
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New error estimators, based on the Neumann-Monte Carlo methodology for quantification of the uncertainty of the problem of stochastic bending of Levinson-Bickford beam by Silva Júnior, Claudio R. Ávila da, Squarcio, Roberto M. F.

“…This paper proposes to apply the Neumann - Monte Carlo method to obtain the estimates of the statistical moments of the solution for stochastic bending problem…”
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Efficient bounds for the Monte Carlo–Neumann solution of stochastic thermo-elasticity problems by Silva Jr, Cláudio R. Ávila da, Beck, André Teófilo

“…•Solution of random thermo-elastic problems addressed.•Well-known result about Neumann series upper bound explored.•Bounds for realizations of stochastic…”
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Bending of stochastic Kirchhoff plates on Winker foundations via the Galerkin method and the Askey-Wiener scheme by AVILA DA SILVA, Cláudio R, BECK, André Teofilo

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