ABAQUS/Standard

Abaqus/Standard employs solution technology ideal for static and low-speed dynamic events where highly accurate stress solutions are critically important. Examples include sealing pressure in a gasket joint, steady-state rolling of a tire, or crack propagation in a composite airplane fuselage. Within a single simulation, it is possible to analyze a model both in the time and frequency domain. For example, one may start by performing a nonlinear engine cover mounting analysis including sophisticated gasket mechanics. Following the mounting analysis, the pre-stressed natural frequencies of the cover can be extracted, or the frequency domain mechanical and acoustic response of the pre-stressed cover to engine induced vibrations can be examined. Abaqus/Standard is supported within the Abaqus/CAE modeling environment for all common pre- and postprocessing needs. The results at any point within an Abaqus/Standard run can be used as the starting conditions for continuation in Abaqus/Explicit. Similarly, an analysis that starts in Abaqus/Explicit can be continued in Abaqus/Standard. The flexibility provided by this integration allows Abaqus/Standard to be applied to those portions of the analysis that are well-suited to an implicit solution technique, such as static, low-speed dynamic, or steady-state transport analyses; while Abaqus/Explicit may be applied to those portions of the analysis where high-speed, nonlinear, transient response dominates the solution.


References in zbMATH (referenced in 146 articles )

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  1. Hasheminejad, Seyyed M.; Mohammadi, M.M.: Hydroelastic response suppression of a flexural circular bottom plate resting on Pasternak foundation (2017)
  2. Shakouri, M.; Sharghi, H.; Kouchakzadeh, M.A.: Torsional buckling of generally laminated conical shell (2017)
  3. Augustins, L.; Billardon, R.; Hild, F.: Constitutive model for flake graphite cast iron automotive brake discs: from macroscopic multiscale models to a 1D rheological description (2016)
  4. Cui, Xiang Yang; Hu, Xiao Bin; Li, Guang Yao; Liu, Gui Rong: A modified smoothed finite element method for static and free vibration analysis of solid mechanics (2016)
  5. Fenner, Patrick; Watson, Andrew; Featherston, Carol: Modelling infinite length panels using the finite element method (2016)
  6. Bellini, Chiara; Federico, Salvatore: Green-Naghdi rate of the Kirchhoff stress and deformation rate: the elasticity tensor (2015)
  7. Fuentes, Alfonso; Ruiz-Orzaez, Ramon; Gonzalez-Perez, Ignacio: Computerized design, simulation of meshing, and finite element analysis of two types of geometry of curvilinear cylindrical gears (2014)
  8. Manzari, Majid T.; Yonten, Karma: On implementation and performance of an anisotropic constitutive model for clays (2014)
  9. Nguyen, Trung Dung; Gu, Yuantong; Oloyede, Adekunle; Senadeera, Wijitha: Analysis of strain-rate dependent mechanical behavior of single chondrocyte: a finite element study (2014)
  10. Triantafyllou, S.P.; Chatzi, E.N.: A hysteretic multiscale formulation for nonlinear dynamic analysis of composite materials (2014)
  11. Beckmann, R.; Mella, R.; Wenman, M.R.: Mesh and timestep sensitivity of fracture from thermal strains using peridynamics implemented in Abaqus (2013)
  12. Cao, T.-S.; Montmitonnet, P.; Bouchard, P.-O.: A detailed description of the Gurson-Tvergaard-Needleman model within a mixed velocity-pressure finite element formulation (2013)
  13. Duddu, Ravindra; Waisman, Haim: A nonlocal continuum damage mechanics approach to simulation of creep fracture in ice sheets (2013)
  14. Flores, Fernando G.: Development of a non-linear triangular prism solid-shell element using ANS and EAS techniques (2013)
  15. Kroon, Martin; Faleskog, Jonas: Numerical implementation of a $J_2$- and $J_3$-dependent plasticity model based on a spectral decomposition of the stress deviator (2013)
  16. Meimand, Vahid Zeinoddini; Graham-Brady, Lori; Schafer, Benjamin William: Imperfection sensitivity and reliability using simple bar-spring models for stability (2013)
  17. Vergori, Luigi; Destrade, Michel; McGarry, Patrick; Ogden, Ray W.: On anisotropic elasticity and questions concerning its finite element implementation (2013)
  18. Kan, Q.H.; Kang, G.Z.; Guo, S.J.: Finite element implementation of a super-elastic constitutive model for transformation ratchetting of NiTi alloy (2012)
  19. Kapuria, Santosh; Kumari, Poonam: Boundary layer effects in Levy-type rectangular piezoelectric composite plates using a coupled efficient layerwise theory (2012)
  20. Salahouelhadj, A.; Abed-Meraim, F.; Chalal, H.; Balan, T.: Application of the continuum shell finite element SHB8PS to sheet forming simulation using an extended large strain anisotropic elastic-plastic formulation (2012)

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