|
|
| |
Aluru N. R., A reproducing kernel
particle method for meshless analysis of
microelectromechanical systems, Computational Mechanics
23 (1999) 4, 324-338. |
| |
Atluri S. N., Cho J. Y., Kim H.-G.,
Analysis of thin beams, using the meshless local
Petrov-Galerkin method, with generalized moving least
squares interpolations, Computational Mechanics 24
(1999) 5, 334-347. |
| |
Atluri S. N., Kim H.-G., Cho J. Y., A
critical assessment of the truly Meshless Local
Petrov-Galerkin (MLPG), and Local Boundary Integral
Equation (LBIE) methods, Computational Mechanics 24
(1999) 5, 348-372. |
| |
Atluri S. N., Sladek J., Sladek V., Zhu
T., The local boundary integral equation (LBIE) and it's
meshless implementation for linear elasticity,
Computational Mechanics 25 (2000) 2/3, 180-198. |
| |
Atluri S.N., Zhu T., A New Meshless
Local Petrov-Galerkin (MLPG) Approach in Computational
Mechanics, Computational Mechanics, 22, 1998, 117-127.
|
| |
Atluri S.N., Zhu T.-L., A New Meshless
Local Petrov-Galerkin (MLPG) Approach to Nonlinear
Problems in Computer Modeling and Simulation,
Computational Modeling and Simulation in Engineering, 3,
3, 1998, 187-196. |
| |
AtluriS. N., Zhu T. -L., The meshless
local Petrov-Galerkin (MLPG) approach for solving
problems in elasto-statics, Computational Mechanics 25
(2000) 2/3, 169-179. |
| |
Attaway S.W., Heinstein M.W., Swegle
J.W., Coupling of Smoothed Particle Hydrodynamics with
the Finite Element Method, Nuclear Engng Design, 150,
1994, 199-205. |
| |
Babuska I., Melenk J.M., The Partition
of Unity Finite Element Method, Technical Report
BN-11S5, Inst.for Phys.Sc.and Tech., Univ. of Maryland,
June 21, 1995. |
| |
Babuska I., Partition of Unity Method
for Solving Problems with Microstructure, Proc. of the
Fourth World Congress on Computational Mechanics, Buenos
Aires, Argentina, 1998. |
| |
Babuska I.,Strouboulis T.,Upadhyay
C.S., Gangaraj S.K., Superconvergence in the Finite
Element Method by Computer-Based Proof, Bulletin of the
Int. Association for Computational Mechanics, 3, 10
(1995), 27-41. |
| |
Batina J.T., A Gridless Eulere/Navier -
Stokes Solution Algorithm for Complex Aircraft
Applications, AIAA 93-0333, 31" Aerospace Sciences
Meeting and Exhibit, Reno, NV, 1993. |
| |
Beissel S., Belytschko T., Nodal
Integration of the Element-Free Galerkin Method,
Computer Methods Appl. Mech. Engng, 139, 1996, 49-74.
|
| |
Belichko T., Tabbara M., Dynamic
Fracture Using Element-Free Galerkin Methods, IJNME, 39,
1996. |
| |
Belytschko T., Gerlach C., Krongauz Y.,
Krysl P., Dolbow J., Why Meshfree Methods?, Proc. of the
Fourth World Congress on Computational Mechanics, Buenos
Aires, Argentina, 1998. |
| |
Belytschko T., Gu L., Lu Y.Y.. Fracture
and Crack Growth by Element Free Ga1erkin Method,
Moodeling Simul. Mater. Sci. Engng, 115, 1994, 277-286.
|
| |
Belytschko T., Krongauz Y., Fleming M.,
Organ D., Liu W.K., Smoothing and Accelerated
Computations in the Element Free Galerkin Method, J. of
Computational and Applied Mathematics, 74, 1996,
111-126. |
| |
Belytschko T., Lu Y.Y., Gu L.,
Element-free Galerkin Methods, IJNME, 37, 1994, 229-
256. |
| |
Belytschko T., On Recent Advances in
the Element-Free Galerkin Method, IUTAM/IACM Symp.
Discretization Methods in Structural Mechanics II,
Vienna, June 2-6, 1997. |
| |
Belytschko T., Organ D., Krongauz Y., A
Coupled Finite Element-Element- Free Galerkin Method,
Computational Mech., 17, 1995, 186-195. |
| |
Benito J., Gavete L., Buceta A., Falcon
S., A Study of Approximation Methods and its Use in a
Finite Point Method, Proc. of the Fourth World Congress
on Computational Mechanics, Buenos Aires, Argentina,
1998. |
| |
Benson D., Time Step Estimation for
Explicit RKPM, Proc. of the Fourth World Congress on
Computational Mechanics, Buenos Aires, Argentina, 1998.
|
| |
Bonet J., Kulasegaram S., Lok T.-L.,
Advances in Particle Based Meshless Methods for High
Strain Lagrangian Problems, Proc. of the Fourth World
Congress on Computational Mechanics, Buenos Aires,
Argentina, 1998. |
| |
Bouillard Ph., Suleau S., A Meshless
Method for 2D Interior Problems in Acoustics, Proc. of
the Fourth World Congress on Computational Mechanics,
Buenos Aires, Argentina, 1998. |
| |
Brackbill J.U., Kothe D.B., Ruppel
H.M., FLIP: A Low-dissipation, Particle-in-Cell Method
for Fluid Flow, J.Comp.Physics, 48, 1988, 25-38. |
| |
Brackbill J.U., Ruppel H.M., FLIP: A
Method for Adaptively Zoned, Particle-in-Cell
Calculations of Fluid Flows in two Dimensions,
J.Comp.Physics, 65, 1986, 314-343. |
| |
BreitkopfP., Touzot G., Villon P.,
Double grid diffuse collocation method, Computational
Mechanics 25 (2000) 2/3, 199-206. |
| |
Brigham E.O., The Fast Fourier
Transform, Prentice-Hall, Englewood Cliffs, NJ, 1974.
|
| |
Brooks A.N., Hughes T.J.R., Streamline
upwind /Petrov-Galerkin Formulations for Convection
Dominated Flows with Particular Emphasis on the
Incompressible Navier- Stokes Equations, Computer
Methods Appl.Mech.Engng., 32, 1982, 199-259. |
| |
Bueche D., Sukumar N., Moran B.,
Dispersive properties of the natural element method,
Computational Mechanics 25 (2000) 2/3, 207-219. |
| |
Burgess D., Sulsky D., Bracbill J.U.,
Mass Matrix Formulation of the FLIP Particle-in- Cell
Method, J.Comput.Phys., 103,1992, 1-15. |
| |
Chen J. -S., Wang H. -P., Yoon S., You
Y., Some recent improvements in meshfree methods for
incompressible finite elasticity boundary value problems
with contact, Computational Mechanics 25 (2000) 2/3,
137-156. |
| |
Chen J.-S., Pan C., Wu C.-T., Liu W.K.,
Reproducing Kernel Particle Methods for Large
Deformation Analysis of Non-linear Structures, Computer
Methods Appl.Mech.Engng, 139, 1996, 195-227. |
| |
Chow P., Cross M., An Enthalpy
Control-Volume-Unstructured-Mesh (CV-UM) Algorithm for
Solidification by Conduction Only, IJNME, 35, 1992,
1849-1870. |
| |
Christon M. A., Roach D. W., The
numerical performance of wavelets for PDEs, the
multi-scale finite element, Computational Mechanics 25
(2000) 2/3, 230-244. |
| |
Chui C.K., An Introduction to Wavelets,
Academic, New York, 1992. |
| |
Chui C.K., Montefusco L., Puccio L.,
Wavelets; Theory, Algorithms and Applications, Academic,
New York, 1994. |
| |
Colominas I., Chao M., Navarrina F.,
Casteleiro M., Application of Meshless Methods to the
Analysis and Design of Grounding Systems, Proc. of the
Fourth World Congress on Computational Mechanics, Buenos
Aires, Argentina, 1998. |
| |
Cordes L.W., Moran B., Treatment of
Material Discontinuity in the Element- Free Galerkin
Method, Computer Methods Appl. Mech. Engng, in press.
|
| |
Danielson K. T., Adley M. D., A
meshless treatment of three-dimensional penetrator
targets for parallel computation, Computational
Mechanics 25 (2000) 2/3, 267-273. |
| |
Daubechies I., CBMS/NSF Series in
Applied Mathematics, No. 61, Ten Lectures on Wavelets,
SIAM, Philadelphia, PA, 1992. |
| |
De, S. and Bathe K. J., The Method of
Finite Spheres, Computational Mechanics, 25, 2000,
329-345. |
| |
DeRose G. C. A. Jr., Dİaz A. R.,
Solving three-dimensional layout optimization problems
using fixed scale wavelets, Computational Mechanics 25
(2000) 2/3, 274-285. |
| |
Dits G., Conservative
Moving-least-squares Methods for Lagrangian
Hydrodynamics, Proc. of the Fourth World Congress on
Comoutational Mechanic; Buenos Aires, Argentina, 1998.
|
| |
Dolbow J.,Belytschko T., Numerical
integration of the Galerkin weak form in meshfree
methods, Computational Mechanics 23 (1999) 3, 219-230.
|
| |
Duarte C.A., A Review of Some Meshless
Methods to Solve Partial Differential Equations,
Technical Report 95-06, TICAM, The Univ. of Texas at
Austin, May 1995. |
| |
Duarte C.A., Oden J.T., A New Meshless
Method to Solve Boundary-Value Problems. TICAM Report.
|
| |
Duarte C.A., Oden J.T., H-p Couds - an
h-p Meshless Method, Numerical Methods for Partial
Differential Equations, 1996, 1-34. |
| |
Duarte C.A., Oden J.T., Hp Clouds - a
Meshless Method to Solve Boundary-Value Problems, TICAM
Report 95-05. |
| |
Dyachenko S.F., Methods Svobodnych
Tochek, Method Krupnych Chastic v Gazovoj Dynamike,
Nauka, Moskva, 1982, 35-51. |
| |
Dyduch M., Cescotto S., Habraken A.M.,
Study of Some Error Estimates for Adaptive Analysis of
Forming Processes, Proc.of the COMPLAS IV Conf.,
Barcelona 1995. |
| |
Fleming M., Chu Y.A., Moran B.,
Belytschko T., Enriched Element-Free Galerkin Methods
for Singular Fields, |
| |
Fourment L., Chenot J.L., Study of Some
Error Estimates for Adaptive Meshing in Metal Forming",
Proc.of the COMPLAS II Conf., 1992. |
| |
Furukawa T., Yagawa G., Wu C.C.,
Improvement of Accuracy for Free Mesh Method, Proc. of
the Fourth World Congress on Computational Mechanics,
Buenos Aires, Argentina, 1998. |
| |
Garcia O., Fancello E., de Barcellos
C., Duarte C., Hp-clouds in Mindlin Reissner Thick Plate
Model, Proc. of the Fourth World Congress on
Computational Mechanics, Buenos Aires, Argentina, 1998.
|
| |
Gingold R.A., Monaghan J.J., Kernel
Estimates as a Basis for General Particle Methods in
Hydronomics, J. Comp. Phys., 46, 1982, 429-453. |
| |
Gingold R.A., Monaghan J.J., Smoothed
Particle Hydrodynamics: Theory and Application to
Non-spherical Stars, Mon. Not. Roy. Astron. Soc., 181,
1977, 375-389. |
| |
Harlow F.H., The Particle-in-Cell
Computing Method for Fluid Dynamics, in: Adler B.,
Fernbach S., Rotenberg M., eds., Methods for
Computational Physics., 3, 1964, 319-343. |
| |
Hein P., Diffuse Element Method Applied
to Kirchhoff Plates, Technical report, Dept. Civil
Engng, Northwestern Univ., Evanston, Il., 1993. |
| |
Horie T., Nishikawa T., Kuramae H.,
Meshless Virtual Nodes for Nonconforming Domain
Decomposition Method, Proc. of the Fourth World Congress
on Computational Mechanics, Buenos Aires, Argentina,
1998. |
| |
Hughes T.J.R., Tezduyar T.E., Finite
Element Methods for First-order Hyperbolic Systems with
Particular Emphasis on the Compressible Euler Equations,
Comp. Methods Appl.Mech.Engng., 45, 1994, 217-284. |
| |
Hughes T.J.R., The Finite Element
Method, Prentice-Hall, Englewood Cliffs, NJ, 1987. |
| |
Idelson S.R., Onate E., The Finite
Point Method in Computational Mechanics: Discussion and
Comparison of Different Approximations, IUTAM/IACM Symp.
Discretization Methods in Structural Mechanics II,
Vienna, June 2-6, 1997. |
| |
Jach K., Leliwa-Kopystynski J.,
Mroczkowski M., Swierczynski R., Wolanski P., Free
Particle Modeling of Hypervelocity Asteroid Collisions
with the Earth, Planet. Space Sci., 12, 42 (1994),
1123-1137. |
| |
Johnson G. R., Beissel S. R., Stryk R.
A., A generalized particle algorithm for high velocity
impact computations, Computational Mechanics 25 (2000)
2/3, 245-256. |
| |
Johnson G.R., Linking Lagrangian
Particle Methods to Standard Finite Element Methods for
High Velocity Impact Computations, Nucl. Engng Des. 150,
1994, 265-274. |
| |
Johnson G.R., Peterson E.H., Stryrk
R.A., Incorporation of an SPH Option Into the EPIC Code
for a Wide Range of High Velocity Impact Computations,
Preprint 1993. |
| |
Jun S., Im S., Multiple-scale meshfree
adaptivity for the simulation of adiabatic shear band
formation, Computational Mechanics 25 (2000) 2/3,
257-266. |
| |
Kim H.-G., Atluri S.N., Arbitrary
placement of secondary nodes, and error control, in the
meshless local Petrov-Galerkin (MPLG) method, Computer
Modeling in Engineering & Sciences, 1 (2000), 3,
11-32. |
| |
Kim N. H., Choi K. K., Chen J. S., Park
Y. H., Meshless shape design sensitivity analysis and
optimization for contact problem with friction,
Computational Mechanics 25 (2000) 2/3, 157-168. |
| |
Klaas O., Shephard M. S., Automatic
generation of octree-based three-dimensional
discretizations for Partition of Unity methods,
Computational Mechanics 25 (2000) 2/3, 296-304. |
| |
Krok J., Orkisz J., A Unified Approach
to the FE and Generalized Variational FD in Nonlinear
Mechanics, Concepts and Numerical Approach, Int. Symp.
on Discretization Methods in Structural Mechanics
IUTAM/IACM, Vienna, Austria, 1989, Springer-Verlag,
Berlin-Heidelberg, 1990, 353-362. |
| |
Krok J., Orkisz J., Application of the
Generalized FD Approach to Stress Evaluation in the FE
Solution, Proc. Int. Conf. on Comp. Mech., Tokyo, 1986,
31- 36. |
| |
Krongauz Y., Belytschko T., Enforcement
of Essential Boundary Conditions in Meshless
Approximations Using Finite Elements, Computer Methods
in Applied Mechanics and Engng, 131, 1996, 133-145. |
| |
Krongauz Y., Belytschko T., Fast
Consistent Derivatives in Meshless Methods, in
preparation. |
| |
Krongauz Y., Belytschko T., Meshless
Approxim@tioos for Discontinuous Derivatives, submitted.
|
| |
Krysl P., Belytschko T., Analysis of
Thin Plates by the Element-Free Galerkin Method,
Computational Mechanics, 17, 1995, 26-35. |
| |
Krysl P., Belytschko T., Analysis of
Thin Shells by the Element-Free Galerkin Method,
Int.J.Solids Structure, 33, 20-22, 1996, 3057-3080. |
| |
Krysl P., Belytschko T., Element-Free
Galerkin Method: Convergence of the Continuous and
Discontinuous Shape Functions, Jan.4, 1996. |
| |
Krysl P., Belytschko T., Nonconforming
Element-Free Galerkin Method, Computer Methods Appl.
Mech. Engng, submitted. |
| |
Krysl P., Belytschko T., On Convergence
of Discontinuous EFG, submitted. |
| |
Lancaster P., Salkauskas K., Curve and
Surface Fitting: an Introduction, Academic Press,
London, Orlando, 1986. |
| |
Lancaster P., Salkauskas K., Surfaces
Oenerated by Moving Least Squares Methods, Mathematics
of Computation, 155, 37,1981, 141-158. |
| |
Le Bean O.J., Ray S.E., Aliabadi S.K.,
Tezduyar T.E., SUPG Finite Element Computation of
Compressible Flows with the Entropy and Conservation
Variables Formulations, Computer Methods
Appl.Mech.Engng., 104, 1993, 397-422. |
| |
Li S., Hao W., Liu W. K., Numerical
simulations of large deformation of thin shell
structures using meshfree methods, Computational
Mechanics 25 (2000) 2/3, 102-116. |
| |
Li S., Liu W.K., Moving Least-Square
Reproducing Kernel Method, (III): Wavelet Packet k its
Applications, submittal to Computer Methods in
Appl.Mech.Engng, 1997. |
| |
Li S., Liu W.K., Moving Least-Square
Reproducing Kernel Method, Part Il: Fourier Analysis,
Computer Methods Appl.Mech.Engng., 139,1996, 159-193.
|
| |
Li S., Liu W.K., Synchronized
Reproducing Kernel Interpolant Via Multiple Wavelet
Expansion, accepted for publication in Computational
Mechanics, 1997. |
| |
Libersky L., Petschek A.G., Smooth
Particle Hydrodynamics with Strength of Materials, Proc.
Free-Lagrange Conf., Moran, WY, June 1990. |
| |
Libersky L.D., Petschek A.G., Carney
T.C., Hipp J.R., Allahdadi F.A., High Strain Lagrangian
Hydrodynamics: A Tree-Dimensional SPH Code for Dynamic
Material Response, J.Comput.Phys. 109, 1993, 67-75. |
| |
Lin H., Atluri S.N., Meshless local
Petrov-Galerkin (MPLG) method for convection-diffusion
problems, Computer Modeling in Engineering &
Sciences, 1 (2000), 2, 45-60. |
| |
Liszka T., An Interpolation Method for
Irregular Net of Nodes, IJNME, 20, 1984, 1599-1612. |
| |
Liszka T., Orkisz J., The Finite
Difference Method at Arbitrary Irregular Grids and its
Applied Mechanics, Comp.and Struct., 11, 19SO, 83-95.
|
| |
Liszka T., Orkisz J., The Finite
Difference Method for Arbitrary Irregular Meshes - a
Variational Approach to Applied Mechanics Problems,
GAMNI 2, Paris, 1980, 227-235. |
| |
Liszka T.. Tworzvdkn W. An h-n Adaptive
Cloud Method for a Class of Second Order PDE's., Fifth
Pan American Congress of Applied Mechanics - CAM, San
Juan, Puerto Rico, 5 Jan. 1997. |
| |
Liu W.K., Adee J., Jun S., Reproducing
Kernel and Wavelet Particle for Elastic and Plastic
Problems, in Benson D.J., Asaro R.A.(eds), Advanced
Computational Methods for Material Modeling, AMD,
180/PVP Vo., 268, ASME, New York, 1993, 175-190. |
| |
Liu W.K., Chang C.T., Chen Y., Uras
R.A., Multiresolution Reproducing Kernel Particle
Methods in Acoustic Problems, in Acoustic, Vibrations,
and Rotating Machines, DE, 84-2, Part B, 881-900. |
| |
Liu W.K., Chen Y., Chang C.T.,
Belytschko T., Advances in Multiple Scale Kernel
Particle Methods, Computational Mechanics,18, 1996,
73-111. |
| |
Liu W.K., Chen Y., Jun S., Chen J.S.,
Belytschko T., Pan C., Uras R.A., Chang C.T., Overview
and Applications of the Reproducing Kernel Particle
Methods, Archves of Computational Methods in Engng:
State of the Art. Reviews, 3, 1996, 3-80. |
| |
Liu W.K., Chen Y., Uras R.A., Chang
C.T., Generalized Multiple Scale Reproducing Kernel
Particle Methods, ComputerMethods Appl.Mech.Engng, 139,
1996, 91-157. |
| |
Liu W.K., Chen Y., Uras R.A.,
Enrichment of the Finite Element Method with the
Reproducing Kernel Particle Method, in:Cory J.J.E.,
Gordon J.L., eds., Current Topics in Computational
Mechanics, 305 (ASME-PVP, 1995), 253-258. |
| |
Liu W.K., Chen Y., Wavelet and
Multiple-Scale Reproducing Kernel Methods, Int. J.
Numer. Methods Fluids, 21, 1995, 901-931. |
| |
Liu W.K., Jun S., Li S., Adee J.,
Belytschko T., Reproducing Kernel Particle Methods for
Structural Dynamics, IJNME, 38, 1995, 1655-1679. |
| |
Liu W.K., Jun S., Sihling D.T., Chen
Y., Hao W., Multiresolution Reproducing Kernel Particle
Method for Computational Fluid Dynamics, Int.J. Numer.
Methods Fluids, 24, 1997, 1391-1415. |
| |
Liu W.K., Jun S., Zhang Y.F.,
Reproducing Kernel Particle Methods, Int. J. Numer.
Methods Fluids, 20, 1995, 1081-1106. |
| |
Liu W.K., Li S., Belytschko T., Moving
Least -Square Reproducing Kernel Method, (i) Methodology
and Convergence, Computer Methods Appl. Mech. Engng,
143, 1997, 113-154. |
| |
Liu W.K., Oberste-Brandenburg C.,
Reproducing Kernel and Wavelet Particle Methods, in
Casumano J.P., Pierre C., Wu J.T.(eds), Aerospace
Structures: Nonlinear Dynamics and System Response, AD,
33, ASME, New York, 1993, 39-56. |
| |
Liu W.K., Zhang Y., Ramirez M.R.,
Multiple Scale Finite Element Methods, IJNME., 32, 1991,
969-990. |
| |
Liu X., Zhu D., Hp-clouds Meshless
Method for Elastic Problems Analysis, Proc. of the
Fourth World Congress on Computational Mechanics, Buenos
Aires, Argentina, 1998. |
| |
Liu X., Zhu D., The Adaptive Meshless
Method for High Gradient and Oscillatory rrooiems
wnaiysis, rroc. oI the t ourth World Uongress on
Uomputational Mechanics, Buenos Aires, Argentina, 199S.
|
| |
Liu w., Guntner F., Hao S., Multiple
Scale Meshfree Methods by Wavelet Packages, Proc. of the
Fourth World Congress on Computational Mechanics, Buenos
Aires, Argentina, 1998. |
| |
Lu Y.Y., Belytschko T., Gu L., A New
Implementation of the Element Free Galerkin Method,
Computer Methods in Applied Mechanics and Engng, 113,
1994, 397-414. |
| |
Lu Y.Y., Gu L., Belytschko T., Internal
report, 1996. |
| |
Lucy L., A Numerical Approach to
Testing the Fission Hypothesis, J.Fluids, 82,1977,
1013-1024. |
| |
Mandell D.A., Wingate C.A., Schwalbe
L.A., Computational Brittle Fracture Using Smooth
Particle Hydrodynamics, 14 US Army Symp. On Solid
Mechanics, Myrtle Beach, South Carolina, Oct. 16-18,
1996. |
| |
Mandell D.A., Wingate C.A., Schwalbe
L.A., Simulation of a Ceramic Impact Experiment Using
the SPHINX Smooth Particle Hydrodynamics Code, 16'"
Int.Symp. on Ballistics, San Francisco, Sept. 23-28,
1996. |
| |
Masson C., Baliga B.R., A Control
Volume Finite Element Method for Two- Dimensional Dilute
Fluid-Solid Particle Flows, Numerical Methods in
Engng'92, Ch.Hirsch et al. (eds), Elsevier Science
Publishers B.V., 1992, 1, 541-548. |
| |
Mendonca P., de Barcellos C., Duarte
C., Investigations on Timoshenko Beam Problems Using the
Hp-clouds Meshless FEM, Proc. of the Fourth World
Congress on Computational Mechanics, Buenos Aires,
Argentina, 1998. |
| |
Mendon×a P. de T. R., de Barcellos C.
S., Duarte A., Investigations on the hp-Cloud Method by
solving Timoshenko beam problems, Computational
Mechanics 25 (2000) 2/3, 286-295. |
| |
Monaghan J.J. Why Particle Methods
Work, SIAM J.Sci.Stat.Comput., 3, 1982, 422-433. |
| |
Monaghan J.J., An Introduction to SPH,
Computer Physics Communications, 48, 1988, 89-96. |
| |
Monaghan J.J., Gingold R.A., Shock
Simulation by the Particle Method SPH, J.Comput.Phys.,
52, 1983, 374-389. |
| |
Monaghan J.J., Smooth Particle
Hydrodynamics, Annu. Rev. Astron. Astrophys., 30, 1992,
543-574. |
| |
Mukherjee S., Chati M., Linear
Elasticity by the Boundary Node Method, Proc. of the
Fourth World Congress on Computational Mechanics, Buenos
Aires, Argentina, 1998. |
| |
Nagashima, Large scale Node by-node
Meshless Computation on MPP, Proc. of the Fourth World
Congress on Computational Mechanics, Buenos Aires,
Argentina, 1998. |
| |
Nashi Y., Ben G., FEM Preprocessor by
Using Multiple Agents, Proc. of the Fourth World
Congress on Computational Mechanics, Buenos Aires,
Argentina, 199S. |
| |
Nayroles B., Touzot G., Villon P.,
Generalizing the Finite Element Method: Diffuse
Approximation and Diffuse Elements, Computational
Mechanics, 10, 1992, 307-318. |
| |
Nicolazzi L., de Barcellos C., Fancello
E., Duarte C., Hp-clouds - a Meshless Method in Boundary
Elenments, Proc. of the Fourth World Congress on
Computational Mechanics, Buenos Aires, Argentina, 1998.
|
| |
Noguchi H., Miyamura T., Element Free
Analyses of Shell and Spatial Structures, Proc. of the
Fourth World Congress on Computational Mechanics, Buenos
Aires, Argentina, 1998. |
| |
Oden J.T., Duarte C.A., Solution of
Singular Probloms Vsing h-p Clouds, TICAM Report. |
| |
Okuda H., Hazama O., Development of
Paintbrush Tool for Element-free Analysis System, Proc.
of the Fourth World Congress on Computational Mechanics,
Buenos Aires, Argentina, 1998. |
| |
Onate E., Idelsohn S., Zienkiewicz
O.C., Taylor R.L., A Finite Point Method in
Computational Mechanics. Applications to Convective
Transport and Fluid Flow, IJNME, 39, 22, 1996,
3839-3886. |
| |
Onate E., Idelsohn S., Zienkiewicz
O.C., Taylor R.L., Sacco C., A Stabilized Finite Point
Method for Analysis of Fluid Mechanics Problems, to
appear in Computer Methods in Applied Mech. and Engng,
1996. |
| |
Onate E., Idelsohn S.R., A Comparison
Between Finite Element and Finite Volume Methods in CFD,
Computational Fluid Dynamics'92, Ch.Hirsch et al. (eds),
Elsevier Science Publishers B.V., 1992, 1, 93-100. |
| |
Organ D., Fleming M., Terry T.,
Belytschko T., Continuous Meshless Approximations for
Nonconvex Bodies by Diffraction and Transparency,
Comput. Mech., to appear. |
| |
Organ D., Numerical Solution to Dynamic
Fracture Problems Using the Element-Free Galerkin
Method, Ph.D. Thesis, Northwestern Univ., 1996. |
| |
Orkisz J, Meshless Finite Difference
Method, Special Issue on Meshfree Methods for Intern.
Journal for Numerical Methods in Engineering, 1998. |
| |
Orkisz J, Meshless finite difference
method. I. Basic approach. II. Adaptive approach,
Proc.of the IACM - Fourth World Congress on
Computational Mechanics, Buenos Aires (1998). |
| |
Orkisz J., Adaptive Analysis of B.V.
Problems by the Finite Difference Method at Arbitrary
Irregular Meshes - Concept and Formulation, 12th Symp.on
the Unifaction of Analytical Comp. and Experimental
Solution Methodologies, Worcester-Danvers, Mass., USA,
1995. |
| |
Orkisz J., Adaptive Approach to the
Finite Difference Method for Arbitrary Irregular Grids,
Interdisciplinary Symp. on Advances in Comp.Mech.,
Univ.of Texas Austin, 1997. |
| |
Orkisz J., Finite Difference Method
(Part III), in "Handbook of Computational Solid
Mechanics", M.Kleiber (Ed.) Springer-Verlag, Berlin,
1998, 336-432. |
| |
Orkisz J., Lezanski P., Przybylski P.,
Multigrid Approach to Adaptive Analysis of B.V. Problems
by the Meshless GFDM, Proc. of the IUTAM/IACM Symp.
Discretization Methods in Structural Mechanics II,
Vienna, June 2-6, 1997. |
| |
Orkisz J., Metoda roznic skonczonych, w
"Komputerowe metody mechaniki cial stalych", M.Kleiber
ed., PWN, Warszawa, 1996. |
| |
Orkisz J., The Finite Difference
Method, sec.8.4 in SAE Fatigue Design Handbook, SAE
Int., Warrendale, Pa, USA, 1997. |
| |
Petschek A.G., Libersky L.D.,
Cylindrical Smoothed Particle Hydrodynamics,
J.Comput.Phys., 109(1), 1993, 76-S3. |
| |
Ribault C., Buffat M., Jeandel D.,
Numerical Investigation of Supersonic Turbulent Flows by
a Mixed Finite Volume/Finite Element Method,
Computational Fluid Dynamics'92, Ch.Hirsch et al. (eds),
Elsevier Science Publishers B.V., 1992, 1, 237-240. |
| |
Rvachev V. L., Sheiko T. I., Shapiro
V., Tsukanov I., On completeness of RFM solution
structures, Computational Mechanics 25 (2000) 2/3,
305-317. |
| |
Sadouki H., Wittmann F.H., Heat and Gas
Transfer in a Composite Concrete-like Material Simulated
by Means of Finite Volumes Methods, Numerical Methods in
Engng'92, Ch.Hirsch et al. (eds), Elsevier Science
Publishers B.V., 1992, 2, 871-879. |
| |
Saigal S., Barry W., A slices based
Element Free Galerkin formulation, Computational
Mechanics 25 (2000) 2/3, 220-229. |
| |
Schonauer W., Finite Difference Method
of Arbitrary Consistency Order on a FEM Grid, Numerical
Methods in Engng, 1996. |
| |
Sekiguchi M., Kikuchi N., Application
of Basis Functions by the Element Free Galerkin Method
to Image Based CAE, Proc. of the Fourth World Congress
on Computational Mechanics, Buenos Aires, Argentina,
1998. |
| |
Shakib F., Hughes T.J.R., Johan Z., A
New Finite Element Formulation for Computational Fluid
Dynamics: X.The Compressible Euler and Navier-Stokes
Equations, Comp,Methods Appl.Mech.Engng., 89, 1991,
141-219. |
| |
Sulsky D. Chen Z., Schreyer H.L., A
Practicle Method for History- Dependent Materials,
Computer Methods in Applied Mechanics and Engng, 118,
1994, 179-196. |
| |
Sulsky D., Brackbill J.U., A Numerical
Method for Suspension Flow, J.Comput.Phys. 96, 1991,
339-36S. |
| |
Swegle J.W., Attaway S.W., Heinstein
M.W., Mello F.J., Hicks D.L., An Analysis of Smoothed
Particle Hydrodynamics, Sandia Report SAND 93-2513,
1994. |
| |
Tabbara M., Blacker T., Belytschko T.,
Finite Element Derivative Recovery by Moving Least
Square Interpolants, Computer Methods in Applied
Mechanics and Engng, 117 (1994), 211-223. |
| |
Terry T.G., Fatigue Crack Propagation
Modeling Using Element Free Galerkin Method, M.S.
Thesis, Northwestern Univ., 1994. |
| |
Voth T., Christon M., Results of von
Neumann Analyses for Reproducing Kernel
Semi-discretizations, Proc. of the Fourth World Congress
on Computational Mechanics, Buenos Aires, Argentina,
1998. |
| |
Wagner G. J., Liu W. K., Turbulence
simulation and multiple scale subgrid models,
Computational Mechanics 25 (2000) 2/3, 117-136. |
| |
Wingate C., Dilts G., Crotzes L., Knapp
C., Schwalbe L., Progress in Smooth Particle
Hydrodynamics, Proc. of the Fourth World Congress on
Computational Mechanics, Buenos Aires, Argentina, 1998.
|
| |
Wyatt M.J., Davies G., Snell C., A New
Difference Based Finite Element Method, Instn Engineers,
59, 2, 1975, 395-409. |
| |
Yagawa 6., Parallel Computing with Free
Mesh Method: A Kind of Meshless Finite Element Method,
IUTAM/IACM Symp. Discretization Methods in Structural
Mechanics II, Vienna, June 2-6, 1997. |
| |
Yagawa G., Some Remarks on Free Mesh
Method: A Kind of Meshless Finite Element Method, in:
Int. Conf. on Computational Engng Science, Hawaii, USA,
1995. |
| |
Zhu T., Atluri S.N., A Modified
Collocation Method and a Penalty Formulation for
Enforcing the Essential Boundary Conditions in the
Element Free Galerkin Method, Computational Mechanics,
21, 1998, 211-222. |
| |
Zhu T., Zhang J.-D., Atluri S.N., A
Local Boundary Integral Equation (LBIE) Method in
Computational Mechanics, and a Meshless Discretization
Approach, Computational Mechanics, 21, 1998, 223-235.
|
| |
Zhu T., Zhang J.-D., Atluri S.N., A
Meshless Local Boundary Integral Equation (LBIE) Method
for Solving Nonlinear Problems, Computational Mechanics,
22, 1998, 174-186. |
| |
Zhu T., Zhang J.-D., Atluri S.N., A
Meshless Numerical Method Based on the Local Boundary
Integral Equation (LBIE) to Solve Linear and Non-linear
Boundary Value Problems, Engineering Analysis with
Boundary Elements, 23, 1999, 375-389. |
| |
Zienkiewicz O.C., Onate E., Finite
Volumes Versus Finite Elements. Is Really a Choice in
Non-Linear Computations Mechanics. State of Art,
P.Wriggers and W.Wagner (eds), Springer-Verlag, 1991.
| |
|