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内部出版物
Wiley电子期刊(4)
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ACS电子期刊(6)
SpringerLink电子期刊(80)
Elsevier电子期刊(625)
在“
Elsevier电子期刊
”中,
命中:
625
条,耗时:小于0.01 秒
在所有数据库中总计命中:
720
条
1.
A robust and efficient stepwise regression
method
for building sparse
polynomial
chaos
expansions
作者:
Simon Abraham
a
;
Simon.Abraham@ulb.ac.be
;
Mehrdad Raisee
b
;
Ghader Ghorbaniasl
a
;
Francesco Contino
a
;
Chris Lacor
a
关键词:
Uncertainty quantification
;
Regression-based
polynomial
chaos
;
Sparse
polynomial
chaos
expansion
;
Least angle regression
;
Stepwise regression
刊名:Journal of Computational Physics
出版年:2017
2.
Identification of boundary conditions by solving Cauchy problem in linear elasticity with material uncertainties
作者:
B. Faverjon
a
;
beatrice.faverjon@insa-lyon.fr
;
B. Puig
b
;
benedicte.puig@univ-pau.fr
;
T.N. Baranger
c
;
Thouraya.Baranger@univ-lyon1.fr
关键词:
Cauchy problem
;
Data completion
;
Linear elasticity
;
Uncertainty
;
Polynomial
chaos
expansion
刊名:Computers & Mathematics with Applications
出版年:2017
3.
Uncertainty quantification in ion-solid interaction simulations
作者:
R. Preuss
;
preuss@ipp.mpg.de
;
U. von Toussaint
关键词:
Polynomial
chaos
;
Spectral expansion
;
Discrete projection
;
Uncertainty quantification
;
Ion&ndash
;
solid interaction
;
SDTRIM
刊名:Nuclear Instruments and
Method
s in Physics Research Section B: Beam Interactions with Materials and Atoms
出版年:2017
4.
Functional approximation and projection of stored energy functions in computational homogenization of hyperelastic materials: A probabilistic perspective
作者:
B. Staber
;
J. Guilleminot
;
johann.guilleminot@u-pem.fr
关键词:
Computational homogenization
;
Hyperelastic materials
;
Nonlinear homogenization
;
Polynomial
chaos
expansion
;
Projection
;
Surrogate model
刊名:Computer
Method
s in Applied Mechanics and Engineering
出版年:2017
5.
Stochastic sensitivity analysis of large-eddy simulation predictions of the flow around a 5:1 rectangular cylinder
作者:
A. Mariotti
;
alessandro.mariotti@for.unipi.it
;
L. Siconolfi
siconolfi.lorenzo@gmail.com
;
M.V. Salvetti
mv.salvetti@ing.unipi.it
关键词:
Large-eddy simulation
;
Spectral-element code
;
Stochastic sensitivity analysis
;
Generalized
polynomial
chaos
;
BARC benchmark
刊名:European Journal of Mechanics - B/Fluids
出版年:2017
6.
Regularized forecasting of chaotic dynamical systems
作者:
Erik M. Bollt
;
bolltem@clarkson.edu
关键词:
Chaos
;
Forecasting
;
Inverse problems
;
Tikhonov regularization
;
Time delay embedding
刊名:
Chaos
, Solitons & Fractals
出版年:2017
7.
A Hankel norm for quadrature rules solving random linear dynamical systems
作者:
Roland Pulch
roland.pulch@uni-greifswald.de
关键词:
Linear dynamical system
;
Random variables
;
Quadrature rule
;
Polynomial
chaos
expansion
;
Hankel norm
;
Uncertainty quantification
刊名:Journal of Computational and Applied Mathematics
出版年:2017
8.
SAMBA: Sparse Approximation of Moment-Based Arbitrary
Polynomial
Chaos
作者:
R. Ahlfeld
;
r.ahlfeld14@imperial.ac.uk" class="auth_mail" title="E-mail the corresponding author
;
B. Belkouchi
;
F. Montomoli
关键词:
Uncertainty Quantification
;
Non-Intrusive
Polynomial
Chaos
;
Arbitrary
Polynomial
Chaos
;
Sparse Gaussian Quadrature
;
Anisotropic Smolyak Grid
;
SAMBA
刊名:Journal of Computational Physics
出版年:2016
9.
Graph theoretical
method
s for efficient stochastic finite element analysis of structures
作者:
P. Zakian
a
;
N. Khaji
a
;
nkhaji@modares.ac.ir" class="auth_mail" title="E-mail the corresponding author
;
A. Kaveh
b
关键词:
Stochastic Spectral Finite Element
Method
(StSFEM)
;
Karhunen&ndash
;
Loè
;
ve Expansion (KLE)
;
Polynomial
Chaos
Expansion (PCE)
;
Swift analysis
;
Graph theory
;
Regular domains
刊名:Computers & Structures
出版年:2017
10.
Uncertain dynamic analysis for rigid-flexible mechanisms with random geometry and material properties
作者:
Jinglai Wu
a
;
jinglai.wu@uts.edu.au" class="auth_mail" title="E-mail the corresponding author
;
Zhen Luo
a
;
Nong Zhang
a
;
nong.zhang@uts.edu.au" class="auth_mail" title="E-mail the corresponding author
;
Yunqing Zhang
b
;
Paul D. Walker
a
关键词:
Rigid-flexible multibody systems
;
Absolute node coordinate formula (ANCF)
;
Random uncertainty
;
Polynomial
Chaos
(PC) expansion
刊名:Mechanical Systems and Signal Processing
出版年:2017
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