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The Abaqus Unified FEA product suite offers powerful and complete solutions for both routine and sophisticated engineering problems covering a vast spectrum of industrial applications. In the automotive industry engineering work groups are able to consider full vehicle loads, dynamic vibration, multibody systems, impact/crash, nonlinear static, thermal coupling, and acoustic-structural coupling using a common model data structure and integrated solver technology. Best-in-class companies are taking advantage of Abaqus Unified FEA to consolidate their processes and tools, reduce costs and inefficiencies, and gain a competitive advantage.


References in zbMATH (referenced in 918 articles , 3 standard articles )

Showing results 1 to 20 of 918.
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  1. Abolghasemi, S.; Eipakchi, H.R.; Shariati, M.: An analytical procedure to study vibration of rectangular plates under non-uniform in-plane loads based on first-order shear deformation theory (2016)
  2. Arregui-Mena, José David; Margetts, Lee; Mummery, Paul M.: Practical application of the stochastic finite element method (2016)
  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. Augustins, L.; Billardon, R.; Hild, F.: Constitutive model for flake graphite cast iron automotive brake discs: induced anisotropic damage model under complex loadings (2016)
  5. Chakraborty, Souvik; Chowdhury, Rajib: Sequential experimental design based generalised ANOVA (2016)
  6. Gambirasio, Luca; Chiantoni, Guido; Rizzi, Egidio: On the consequences of the adoption of the Zaremba-Jaumann objective stress rate in FEM codes (2016)
  7. Girão Coelho, Ana M.: Finite element guidelines for simulation of delamination dominated failures in composite materials validated by case studies (2016)
  8. Huang, Y.J.; Yang, Z.J.; Liu, G.H.; Chen, X.W.: An efficient FE-SBFE coupled method for mesoscale cohesive fracture modelling of concrete (2016)
  9. Ivanov, I.V.; Velchev, D.S.; Georgiev, N.G.; Ivanov, I.D.; Sadowski, T.: A plate finite element for modelling of triplex laminated glass and comparison with other computational models (2016)
  10. Jabareen, Mahmood; Mtanes, Eli: A solid-shell Cosserat point element (SSCPE) for elastic thin structures at finite deformation (2016)
  11. Jabareen, M.; Mtanes, E.: A 3D Cosserat point element (CPE) for nonlinear orthotropic solids: generalization for an initially distorted mesh and an arbitrary orientation of material orthotropy (2016)
  12. Lai, Yicong; Liu, Lei; Zhang, Yongjie Jessica; Chen, Joshua; Fang, Eugene; Lua, Jim: Rhino 3D to Abaqus: a T-spline based isogeometric analysis software framework (2016)
  13. Meftah, Kamel; Zouari, Wajdi; Sedira, Lakhdar; Ayad, Rezak: Geometric non-linear hexahedral elements with rotational dofs (2016)
  14. Merodio, José; Ogden, Ray W.: Extension, inflation and torsion of a residually stressed circular cylindrical tube (2016)
  15. Mudunuru, M.K.; Nakshatrala, K.B.: On enforcing maximum principles and achieving element-wise species balance for advection-diffusion-reaction equations under the finite element method (2016)
  16. Nguyen, Nhung; Shao, Yue; Wineman, Alan; Fu, Jianping; Waas, Anthony: Atomic force microscopy indentation and inverse analysis for non-linear viscoelastic identification of breast cancer cells (2016)
  17. Nguyen, Nhung; Waas, Anthony M.: Nonlinear, finite deformation, finite element analysis (2016)
  18. O’Connor, D.T.; Elkhodary, K.I.; Fouad, Y.; Greene, M.S.; Sabet, F.A.; Qian, J.; Zhang, Y.; Liu, W.K.; Jasiuk, I.: Modeling orthotropic elasticity, localized plasticity and fracture in trabecular bone (2016)
  19. Settgast, Christoph; Abendroth, Martin; Kuna, Meinhard: Fracture mechanical analysis of open cell ceramic foams under multi-axial mechanical loading (2016)
  20. Taig, Gerard; Ranzi, Gianluca; Luongo, Angelo: GBT pre-buckling and buckling analyses of thin-walled members under axial and transverse loads (2016)

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