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Reference - R5 - 59 documents
[R5.01.01] Modal solvers and solving the generalized problem (GEP)
[R5.01.02] Solving the quadratic modal problem (QEP)
[R5.01.03] Modal parameters and norm of eigenvectors
[R5.01.04] Procédure de dénombrement de valeurs propres
[R5.02.01] Algorithm for the linear transient thermal problem
[R5.02.02] Non-linear thermal analysis
[R5.02.04] Non-linear thermal analysis with moving frame
[R5.03.01] Algorithm for nonlinear quasi-static analysis (operator STAT_NON_LINE)
[R5.03.02] Integration of elastoplastic Von Mises constitutive laws
[R5.03.03] The assumption of plane stress in the non-linear constitutive laws
[R5.03.04] Elasto-visco-plastic Chaboche constitutive law
[R5.03.05] Viscoplastic TAHERI constitutive law
[R5.03.06] Rousselier model with large strain
[R5.03.07] Rousselier model for ductile fracture
[R5.03.08] Integration of viscoelastic constitutive laws
[R5.03.09] Nonlinear 1D constitutive laws
[R5.03.11] Mono and polycrystalline elastoviscoplastic constitutive laws
[R5.03.12] VISCOCHAB elasto-viscoplastic constitutive law with memory effect and restoration
[R5.03.13] Comportement viscoplastique avec endommagement de HAYHURST
[R5.03.14] Integrating implicit and explicit nonlinear constitutive laws
[R5.03.15] Viscoplastic constitutive law with the CHABOCHE damage model
[R5.03.16] Elastoplastic constitutive law with mixed isotropic and linear kinematic hardening
[R5.03.17] Constitutive laws for discrete elements
[R5.03.19] Hyperelastic constitutive law for nearly incompressible material
[R5.03.20] Non-linear elastic constitutive law with large displacements
[R5.03.21] Elasto-visco-plastic constitutive law with isotropic hardening in large strains
[R5.03.22] Constitutive law in large rotations and small deformations
[R5.03.23] Elastoplastic constitutive law for metals with irradiation
[R5.03.24] Models for large deformations GDEF_LOG and GDEF_HYPO_ELAS
[R5.03.25] Regularized damage law ENDO_SCALAIRE
[R5.03.26] Regularized quadratic damage law ENDO_CARRE
[R5.03.27] Comportements mécaniques pour les simulations numériques
[R5.03.28] Loi d’endommagement à gradient ENDO_FISS_EXP
[R5.03.29] Lois de comportement d’endommagement ductile plastique et viscoplastique GTN et VISC_GTN
[R5.03.32] Constitutive law of the ASSE_CORN assembly
[R5.03.40] Modeling static and dynamic beams with large rotations
[R5.03.50] Discrete formulation of the contact-friction
[R5.03.52] Contact elements derived from a hybrid continuous formulation
[R5.03.53] Contact with large slips by X-FEM
[R5.03.54] Contact en petits glissements avec X-FEM
[R5.03.55] Méthode LAC - Local Average Contact
[R5.03.80] Continuation methods
[R5.03.81] IMPLEX Method
[R5.04.01] Non-local modeling with gradient of internal variables
[R5.04.03] Second gradient models
[R5.04.04] Non-local modeling with gradient of nodal damage GVNO
[R5.05.01] Solving a second order differential equation by the method of Nigam
[R5.05.02] Algorithms for direct integration of the operator DYNA_LINE_TRAN
[R5.05.03] Harmonic response
[R5.05.04] Modelling of linear dynamic damping
[R5.05.05] Nonlinear algorithm for dynamic analysis
[R5.05.07] Gyroscopic matrix of straight beams and disks
[R5.05.08] Modélisation des rotors fissurés par raideur équivalente fonction de l'angle de rotation
[R5.05.09] Calcul de signaux reconstitués et de la matrice fonction de transferts
[R5.05.10] Dynamic analysis of structures with viscoelastic materials having frequency dependent properties
[R5.06.01] Reduction model in linear and non-linear dynamics : RITZ method
[R5.06.03] Modelling shocks and friction in transient analysis by modal recombination
[R5.06.04] Algorithms for time integration of the operator DYNA_TRAN_MODAL
[R5.07.01] Calcul de modes non-linéaires