000			02265mm a2200469a 44500
001			NM000705
003			AR-HaUTN
007			ta
008			68020s2005 ||||||||||||||000 | spa||
005			20240917164015.0
020			_a0750663200
040			_aAR-HaUTN
100			_aZienkiewicz, O. C. _91613
245			_aThe finite element method _bits basis and fundamentals _cO. C. Zienkiewicz , R. L. Taylor, J. Z. Zhu
250			_a6th. ed.
260			_aOxford _bElsevier ButterworthHeinemann
300			_axiv, 733 p.
500			_aProblemas y referencias bibliográficas, al final de cada capítulo
500			_aApéndices e índices de autores y alfabético, al final del libro
505			_tThe standard discrete system and origins of the finite element method
505			_tA direct physical approach to problems in elasticity : plane stress
505			_tGeneralization of the finite element concepts. Galerkinweighted residual and variational approaches
505			_t"Standar" and "hierarchical" element shape functions : some general families of Co continuity
505			_tMapped elements and numerical integration. "Infinite" and "singularity elements".
505			_tProblems in linear elasticity
505			_tField problems. Heat conduction, electric and magnetic potential and fluid flow
505			_tAutomatic mesh generation
505			_tThe patch test, reduced integration, and nonconforming elements
505			_tMixed formulation and constraints. Complete field methods
505			_tIncompressible problems, mixed methods and other procedures of solution
505			_tMultidomain mixed approximations. Domain decomposition and "frame" methods
505			_tErrors, recovery processes and error estimates
505			_tAdaptive finite element refinement
505			_tPointbased and partition of unity approximations. Extended finite element methods
505			_tThe time dimension. Semidiscretization of field and dynamic problems and analytical solution procedures
505			_tThe time dimension. Discrete approximation in time
505			_tCoupled systems
505			_tComputer procedures for finite element analysis
700			_aTaylor, R. L. _95935
700			_aZhu, J. Z. _95936
942			_cBK
999			_c705 _d705