Electrode-Geometry Control of Normal Electric-Field Distributions and Electrostatic Loading on Sessile-Droplet Interfaces: A Finite-Difference Study with a Finite-Element Cross-Check and Surrogate-Assisted Design Exploration. [PDF]
Obaid FS, Khan MA.
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One-dimensional computational circulatory models: a scoping review. [PDF]
Nóbrega GACL +3 more
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Correction: Abderrahmane et al. 2D MHD Mixed Convection in a Zigzag Trapezoidal Thermal Energy Storage System Using NEPCM. <i>Nanomaterials</i> 2022, <i>12</i>, 3270. [PDF]
Abderrahmane A +6 more
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Some New Properties of an Active Flux Type Scheme: PamPa. [PDF]
Abgrall R, Liu Y, Öffner P.
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Volume conductor models for magnetospinography. [PDF]
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Galerkin and discontinuous Galerkin spectral/hp methods
Computer Methods in Applied Mechanics and Engineering, 1999zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Warburton, T. C. +4 more
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In this chapter, we concentrate on the lines of proof of the Browder–Minty Theorem extracting from them the idea of Galerkin type approximation as given in Gajewski et al. (Nichtlineare Operatorgleichungen und Operatordifferentialgleichungen, Akademie-Verlag, Berlin, 1974) and also in Franců (Aplikace matematiky 35(4), 257–301, 1990)
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Galerkin and collocation‐Galerkin methods with superconvergence and optimal fluxes
International Journal for Numerical Methods in Engineering, 1981AbstractFinite element methods are formulated and investigated for the effectiveness factor problem for heat and mass transfer with chemical reactions in catalyst pellet models. A Galerkin finite element method is compared with a previous C1 collocation method7.
Carey, G. F. +2 more
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Function generation by Galerkin's method
Mechanism and Machine Theory, 1989Abstract An original method referred to as Galerkin's method in mathematics has been proposed for determining the dimensions of a mechanism which is to approximate a given continuous function. The application of this method has been shown on a four-bar for 3- and 5-parameter cases.
AKCALI, ID, DITTRICH, G
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AbstractAn element‐free Galerkin method which is applicable to arbitrary shapes but requires only nodal data is applied to elasticity and heat conduction problems. In this method, moving least‐squares interpolants are used to construct the trial and test functions for the variational principle (weak form); the dependent variable and its gradient are ...
Belytschko, T., Lu, Y. Y., Gu, L.
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