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  • RPI SCOREC - Technical Reports
    WIKIS Author R Garimella S Dey R Ramamoorthy M K Georges and M S Shephard Title Specification of Mesh Control Functions in Finite Octree Year 1994 Abstract This document describes the functions for a priori control of mesh gradations and

    Original URL path: http://www.scorec.rpi.edu/reports/view_report.php?id=240 (2015-07-15)
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  • RPI SCOREC - Technical Reports
    R Garimella S Dey R Ramamoorthy M K Georges and M S Shephard Title Finite Octree Mesh Generation and Output Options Year 1994 Abstract This document describes the mesh generation and output options in Finite Octree A companion document 2

    Original URL path: http://www.scorec.rpi.edu/reports/view_report.php?id=241 (2015-07-15)
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  • RPI SCOREC - Technical Reports
    by a discontinuous Galerkin finite element method with a hierarchical Legendre piecewise polynomial basis for the spatial discretization Fluxes at element boundaries are computed by solving an approximate Riemann problem a projection limiter is applied to keep the average solution monotone time discretization is performed by Runge Kutta integration and a p refinement based error estimate is used as an enrichment indicator Adaptive order p and mesh h refinement algorithms

    Original URL path: http://www.scorec.rpi.edu/reports/view_report.php?id=242 (2015-07-15)
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  • RPI SCOREC - Technical Reports
    Tarantola 1 based on Bayesian statistical theory for solving general inverse problems is applied to inverse elasticity problems and is compared to the spatial regularization technique presented in Schnur and Zabaras 2 It is shown that when normal Gaussian distributions are assumed and the error in the data is uncorrelated the Bayesian statistical theory takes a similar form to the deterministic regularization method presented earlier in Schnur and Zabaras 2

    Original URL path: http://www.scorec.rpi.edu/reports/view_report.php?id=243 (2015-07-15)
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  • RPI SCOREC - Technical Reports
    Eulerian finite element formulation for modeling isotropic elasto viscoplastic steady state deformations which is capable of predicting residual stresses is presented in this paper The problem is solved in two parts namely solution of the boundary value problem by a mixed finite element formulation for the velocity and pressure fields and integration of the constitutive equations along pathlines across the domain In this formulation a discontinuous pressure field is used

    Original URL path: http://www.scorec.rpi.edu/reports/view_report.php?id=244 (2015-07-15)
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  • RPI SCOREC - Technical Reports
    ABOUT US RESEARCH RESEARCHERS REPORTS SOFTWARE FACILITIES EMAIL SERVICES WIKIS Author Title Replaced by SCOREC Report 36 1994 Year 1994 Abstract

    Original URL path: http://www.scorec.rpi.edu/reports/view_report.php?id=245 (2015-07-15)
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  • RPI SCOREC - Technical Reports
    all numerical analysis models from a CIF file specification and iii overviews an ABAQUS based automated adaptive finite element methodology for the local thermal analysis perturbed elliptic and parabolic differential systems that utilizes special quadrature rules to confine spurious effects such as excess diffusion and non physical oscillations to boundary and interior layers This approach is more suited for use with adaptive mesh refinement and order variation techniques than other

    Original URL path: http://www.scorec.rpi.edu/reports/view_report.php?id=246 (2015-07-15)
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  • RPI SCOREC - Technical Reports
    methods to singularly perturbed elliptic and parabolic differential systems that utilizes special quadrature rules to confine spurious effects such as excess diffusion and non physical oscillations to boundary and interior layers This approach is more suited for use with adaptive mesh refinement and order variation techniques than other problem dependent methods Quadrature rules developed for two point convection diffusion and reaction diffusion problems are used with finite element software to

    Original URL path: http://www.scorec.rpi.edu/reports/view_report.php?id=247 (2015-07-15)
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