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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 1247 articles , 3 standard articles )

Showing results 1 to 20 of 1247.
Sorted by year (citations)

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  1. Béchet, Fabien: Propagation of singularities in shells of non-uniform geometrical nature. A numerical investigation (2019)
  2. Cui, Hui-Ru; Li, Hai-Yang; Shen, Zhi-Bin: Investigation on a novel time-and temperature-dependent cohesive zone model (2019)
  3. Dhanush, V.; Natarajan, S.: Implementation of the virtual element method for coupled thermo-elasticity in Abaqus (2019)
  4. Farahani, Behzad V.; Belinha, J.; Amaral, Rui; Tavares, Paulo J.; Moreira, Pedro M. P. G.: Extending radial point interpolating meshless methods to the elasto-plastic analysis of aluminium alloys (2019)
  5. Miguel A.Rodriguez; Christoph M. Augustin; Shawn C.Shadden: FEniCS mechanics: A package for continuum mechanics simulations (2019) not zbMATH
  6. Morin, David; Blystad Dæhli, Lars Edvard; Børvik, Tore; Benallal, Ahmed; Hopperstad, Odd Sture: Numerical study of ductile failure under non-proportional loading (2019)
  7. Mousavi, S. Jamaleddin; Doweidar, Mohamed Hamdy: Encapsulated piezoelectric nanoparticle-hydrogel smart material to remotely regulate cell differentiation and proliferation: a finite element model (2019)
  8. Peng, Heng; Liu, Yinghua; Chen, Haofeng: Shakedown analysis of elastic-plastic structures considering the effect of temperature on yield strength: theory, method and applications (2019)
  9. Peng, Heng; Liu, Yinghua; Chen, Haofeng: A numerical formulation and algorithm for limit and shakedown analysis of large-scale elastoplastic structures (2019)
  10. Szymczak, Czesław; Kujawa, Marcin: Flexural buckling and post-buckling of columns made of aluminium alloy (2019)
  11. Zhi, Jie; Chen, Bo-Yang; Tay, Tong-Earn: Geometrically nonlinear analysis of matrix cracking and delamination in composites with floating node method (2019)
  12. Zhou, Junchen; Wang, Keyong; Li, Peichao: A hybrid fundamental-solution-based 8-node element for axisymmetric elasticity problems (2019)
  13. Adrian R.G. Harwood, Joseph O’Connor, Jonathan Sanchez Muñoz, Marta Camps Santasmasas, Alistair J. Revell: LUMA: A many-core, Fluid–Structure Interaction solver based on the Lattice-Boltzmann Method (2018) not zbMATH
  14. Baxevanakis, K. P.; Mo, C.; Cabal, M.; Kontsos, A.: An integrated approach to model strain localization bands in magnesium alloys (2018)
  15. Carreras, Laura; Bak, B. L. V.; Turon, Albert; Renart, Jordi; Lindgaard, E.: Point-wise evaluation of the growth driving direction for arbitrarily shaped delamination fronts using cohesive elements (2018)
  16. Cheng, Jie; Zhang, Lucy T.: A general approach to derive stress and elasticity tensors for hyperelastic isotropic and anisotropic biomaterials (2018)
  17. Dizaji, Shahram Abbasnejad; Darendeliler, Haluk; Kaftanoğlu, Bilgin: Prediction of forming limit curve at fracture for sheet metal using new ductile fracture criterion (2018)
  18. Ebrahimian, Babak; Noorzad, Ali; Alsaleh, Mustafa I.: Modeling interface shear behavior of granular materials using micro-polar continuum approach (2018)
  19. Eisenträger, Johanna; Naumenko, K.; Altenbach, H.: Numerical implementation of a phase mixture model for rate-dependent inelasticity of tempered martensitic steels (2018)
  20. Fischer, Tim; Welzenbach, Sarah; Meier, Felix; Werner, Ewald; Ulan kyzy, Sonun; Munz, Oliver: Modeling the rubbing contact in honeycomb seals (2018)

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