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 1154 articles , 3 standard articles )

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  1. Baxevanakis, K. P.; Mo, C.; Cabal, M.; Kontsos, A.: An integrated approach to model strain localization bands in magnesium alloys (2018)
  2. Cheng, Jie; Zhang, Lucy T.: A general approach to derive stress and elasticity tensors for hyperelastic isotropic and anisotropic biomaterials (2018)
  3. Jung, Joon Hee; Jang, Gang-Won; Shin, Dongil; Kim, Yoon Young: One-dimensional analysis of thin-walled beams with diaphragms and its application to optimization for stiffness reinforcement (2018)
  4. Le Marrec, Loïc; Zhang, Dansong; Ostoja-Starzewski, Martin: Three-dimensional vibrations of a helically wound cable modeled as a Timoshenko rod (2018)
  5. Li, Rui; Wang, Pengcheng; Zheng, Xinran; Wang, Bo: New benchmark solutions for free vibration of clamped rectangular thick plates and their variants (2018)
  6. Markou, George; AlHamaydeh, Mohammad: 3D finite element modeling of GFRP-reinforced concrete deep beams without shear reinforcement (2018)
  7. Rao, Singiresu S.: The finite element method in engineering (2018)
  8. Vetyukov, Yu.; Staudigl, E.; Krommer, M.: Hybrid asymptotic-direct approach to finite deformations of electromechanically coupled piezoelectric shells (2018)
  9. Aranda-Iglesias, D.; Vadillo, G.; Rodríguez-Martínez, J. A.: Oscillatory behaviour of compressible hyperelastic shells subjected to dynamic inflation: a numerical study (2017)
  10. Artioli, E.; Beirão da Veiga, Lourenço; Lovadina, Carlo; Sacco, E.: Arbitrary order 2D virtual elements for polygonal meshes: I: Elastic problem (2017)
  11. Banerjee, Arnab; Chanda, Avishek; Das, Raj: Historical origin and recent development on normal directional impact models for rigid body contact simulation: a critical review (2017)
  12. Cardiff, Philip; Tuković, Ž.; De Jaeger, P.; Clancy, M.; Ivanković, A.: A Lagrangian cell-centred finite volume method for metal forming simulation (2017)
  13. Fallah, A.; Ahmadian, M. T.; Firozbakhsh, K.; Aghdam, M. M.: Micromechanical modeling of rate-dependent behavior of connective tissues (2017)
  14. Fan, Yong; Zhu, Zheming; Kang, Jiming; Fu, Yangcheng: The mutual effects between two unequal collinear cracks under compression (2017)
  15. Gao, Jinling; Yao, Wenjuan; Liu, Jiankang: Temperature stress analysis for bi-modulus beam placed on Winkler foundation (2017)
  16. George Papazafeiropoulos, Miguel Muniz-Calvente, Emilio Martínez-Paneda: Abaqus2Matlab: A suitable tool for finite element post-processing (2017) arXiv
  17. Jalušić, Boris; Sorić, Jurica; Jarak, Tomislav: Mixed meshless local Petrov-Galerkin collocation method for modeling of material discontinuity (2017)
  18. Khan, Mohammad Arsalan; El-Rimawi, Jamal; Silberschmidt, Vadim V.: Numerical representation of multiple premature failures in steel-plated RC beams (2017)
  19. Lezgy-Nazargah, M.: Assessment of refined high-order global-local theory for progressive failure analysis of laminated composite beams (2017)
  20. Li, Rui; Wang, Bin; Lv, Yifan; Zhang, Qi; Wang, Haoyang; Jin, Fengyu; Teng, Fei; Wang, Bo: New analytic solutions for static problems of rectangular thin plates point-supported at three corners (2017)

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