Computer Methods in Applied Mechanics and Engineering

By Dd Wang, Js Chen, 王东东. 2004

1,378 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/56907335cf794fe47f7b7e38b97c074d291d2c9e

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Citations in the corpus

MOLECULAR DYNAMICS SIMULATIONS OF THE ELASTIC PROPERTIES OF POLYMER/CARBON NANOTUBE COMPOSITES (2007, methodology): “In addition to the interfacial behaviour, several groups have also applied computational simulations to calculate the mechanical properties of the polymer/CNT composites [21] [22].”
MULTI-PHASE STRUCTURAL OPTIMIZATION VIA A LEVEL SET METHOD ∗, ∗∗ (2014, unknown): “2 UPMC Univ Paris 06, UMR 7598, Laboratoire J.-L. Lions, 75005 Paris, France. dapogny@ann.jussieu.fr 3 Renault DREAM-DELT’A, Guyancourt, France.”
Isogeometric collocation using analysis-suitable T-splines of arbitrary degree (2016, unknown): “In [53, 54], the authors also prove that ASTS are dual compatible, which implies optimal approximation properties.”
Self-supporting structure design in additive manufacturing through explicit topology optimization (2017, methodology): “, overhang angle, minimum length scale) are actually geometrical in nature, it seems more appropriate to include more geometry information in the mathematical formulation of the considered problem and perform topology optimization in an geometrically explicit way (it is worth noting that topological”
Towards variational constitutive updates for non-associative plasticity models at finite strain: models based on a volumetric-deviatoric split (2009, methodology): “For a physical interp r tation of the variables, the interested reader is referred to [38].”
Numerical modelling and experimental validation in Selective Laser Melting (2017, methodology): “Many researchers have already used the Finite-Element (FE) method to analyse metal deposition processes in AM with different technologies [1, 2, 11, 22, 28, 29, 36, 45], often taking advantage from the knowledge acquired in modelling other metal forming processes, such as casting or welding [3, 5, 1”
Fast formation and assembly of finite element matrices with application to isogeometric linear elasticity (2019, methodology): “Firstly, collocating the strong form of the equations [4, 5, 21] is a 35 viable alternative to the Galerkin method that decreases the formation and assembly time by orders of magnitude at the expense of decreased accuracy per degree of freedom and sub-optimal convergence rates [42].”
Dark, Beyond Deep: A Paradigm Shift to Cognitive AI with Humanlike Common Sense (2020, methodology): “[403] Deborah Sulsky, Zhen Chen, Howard L Schreyer, A particle method for history-dependent materials, Computer methods in applied mechanics and engineering 118 (1-2) (1994) 179–196.”
Mass lumping strategies for X‐FEM explicit dynamics: Application to crack propagation (2008, methodology): “The equivalence of the basis depicted in Figures 2 and 3 was proven in [18].”
On an Implementation of the Hilber-Hughes-Taylor Method in the Context of Index 3 Differential-Algebraic Equations of Multibody Dynamics (DETC2005-85096) (2007, methodology): “The HHT method is also discussed in [14] and more recently in [13], where the proposed imp lementation is based on a technique that accounts for violations in the position and velocity constraints in a stabilizatio n framework similar to the one proposed in [5].”
A physics-aware, probabilistic machine learning framework for coarse-graining high-dimensional systems in the Small Data regime (2019, methodology): “The reduced-order solution coefficients are then found either by standard Galerkin projection Rowley et al. (2004); Cui et al. (2015); Afkham and Hesthaven (2017) or regression-based strategies Yu and Hesthaven (2018); Guo and Hesthaven (2018); Hesthaven and Ubbiali (2018).”
A low order 3D virtual element formulation for finite elasto–plastic deformations (2017, background): “Recently [12,13] extends VEM towards multiphysics problems at fracture.”
Recent developments of some asymptotic methods and their applications for nonlinear vibration equations in engineering problems: a review (2012, methodology): “The homotopy perturba208 tion method proposed by He in 1999[81].”