A-posteriori error estimation for the finite point method with applications to compressible flow

E Ortega, R Flores, E Oñate, S Idelsohn - Computational Mechanics, 2017 - Springer
An a-posteriori error estimate with application to inviscid compressible flow problems is
presented. The estimate is a surrogate measure of the discretization error, obtained from an …
被引用次数：9 相关文章

A-posteriori error estimation for the finite point method with applications to compressible flow.

E Ortega, R Flores, E Oñate… - Computational …, 2017 - search.ebscohost.com
An a-posteriori error estimate with application to inviscid compressible flow problems is
presented. The estimate is a surrogate measure of the discretization error, obtained from an …
[PDF] core.ac.uk

[PDF][PDF] A-POSTERIORI ERROR ESTIMATION FOR THE FINITE POINT METHOD WITH APPLICATIONS TO COMPRESSIBLE FLOW

E Ortega, R Flores, E Oñate, S Idelsohn - core.ac.uk
An a-posteriori error estimate with application to inviscid compressible flow problems is
presented. The estimate is a surrogate measure of the discretization error, obtained from an …

A-posteriori error estimation for the finite point method with applications to compressible flow

E Ortega, R Flores, E Oñate… - Computational …, 2017 - ui.adsabs.harvard.edu
An a-posteriori error estimate with application to inviscid compressible flow problems is
presented. The estimate is a surrogate measure of the discretization error, obtained from an …

A-posteriori error estimation for the finite point method with applications to compressible flow

E Ortega, R Flores, E Oñate, S Idelsohn - Computational Mechanics, 2017 - dl.acm.org
An a-posteriori error estimate with application to inviscid compressible flow problems is
presented. The estimate is a surrogate measure of the discretization error, obtained from an …

A-posteriori error estimation for the finite point method with applications to compressible flow

E Ortega, R Flores, E Onate, S Idelsohn - Computational Mechanics, 2017 - go.gale.com
An a-posteriori error estimate with application to inviscid compressible flow problems is
presented. The estimate is a surrogate measure of the discretization error, obtained from an …

A-posteriori error estimation for the finite point method with applications to compressible flow

E Ortega, RM Flores Le Roux… - Computational …, 2017 - upcommons.upc.edu
An a-posteriori error estimate with application to inviscid compressible flow problems is
presented. The estimate is a surrogate measure of the discretization error, obtained from an …