LS-DYNA

LS-DYNA A combined Implicit/Explicit solver. One scalable code for solving highly nonlinear transient problems enabling the solution of coupled multi-physics and multi-stage problems. Reduces customer costs by enabling massively parallel processing. Multicore processors have resulted in a drastic reduction in computer hardware costs and a huge increase in LS-DYNA licenses worldwide. LS-DYNA affords increased computation speed thereby improving scalability. The developer of LS-DYNA, LSTC, continuously recodes existing algorithms and develops more efficient methodologies


References in zbMATH (referenced in 206 articles , 1 standard article )

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  1. Arregui-Mena, José David; Margetts, Lee; Mummery, Paul M.: Practical application of the stochastic finite element method (2016)
  2. Fehr, Jörg; Holzwarth, Philip; Eberhard, Peter: Interface and model reduction for efficient explicit simulations -- a case study with nonlinear vehicle crash models (2016)
  3. Gambirasio, Luca; Chiantoni, Guido; Rizzi, Egidio: On the consequences of the adoption of the Zaremba-Jaumann objective stress rate in FEM codes (2016)
  4. Kisho, A.Ajin; Kumar, G.Dinesh; Mathai, John; Vickram, Vickram: Effect of bird strike on compressor blade (2016)
  5. Wang, Haibo; Liu, Ruirui; Yang, Jialing; Liu, Hua; Sun, Yuxin: Theoretical model for elliptical tube laterally impacted by two parallel rigid plates (2016)
  6. Chen, Goong; Gu, Cong; Morris, Philip J.; Paterson, Eric G.; Sergeev, Alexey; Wang, Yi-Ching; Wierzbicki, Tomasz: Malaysia Airlines flight MH370: water entry of an airliner (2015)
  7. Han, Wei; Huang, Yiyong; Chen, Xiaoqian: Research of impact dynamic modeling of flexible probe-cone docking mechanism based on Kane method (2015)
  8. Lin, J.; Naceur, H.; Coutellier, D.; Abrate, S.: Numerical modeling of the low-velocity impact of composite plates using a shell-based SPH method (2015)
  9. Moosavi, M.R.; Khelil, A.: Isogeometric meshless finite volume method in nonlinear elasticity (2015)
  10. Shen, Yunian: Painlevé paradox and dynamic jam of a three-dimensional elastic rod (2015)
  11. Wang, Jielong: Implementation of geometrically exact beam element for nonlinear dynamics modeling (2015)
  12. Bojanowski, Cezary: Numerical modeling of large deformations in soil structure interaction problems using FE, EFG, SPH, and MM-ALE formulations (2014)
  13. Chen, Hu; Lei, Zhou; Zang, Mengyan: LC-grid: a linear global contact search algorithm for finite element analysis (2014)
  14. Danielson, Kent T.: Fifteen node tetrahedral elements for explicit methods in nonlinear solid dynamics (2014)
  15. De Lorenzis, Laura; Wriggers, Peter; Hughes, Thomas J.R.: Isogeometric contact: a review (2014)
  16. Lee, Chun Hean; Gil, Antonio J.; Bonet, Javier: Development of a stabilised Petrov-Galerkin formulation for conservation laws in Lagrangian fast solid dynamics (2014)
  17. Talebi, Hossein; Silani, Mohammad; Bordas, Stéphane P.A.; Kerfriden, Pierre; Rabczuk, Timon: A computational library for multiscale modeling of material failure (2014)
  18. Thiyahuddin, M.I.; Gu, Y.T.; Gover, R.B.; Thambiratnam, D.P.: Fluid-structure interaction analysis of full scale vehicle-barrier impact using coupled SPH-FEA (2014)
  19. Benson, D.J.; Hartmann, S.; Bazilevs, Y.; Hsu, M.-C.; Hughes, T.J.R.: Blended isogeometric shells (2013)
  20. Feng, D.L.; Liu, M.B.; Li, H.Q.; Liu, G.R.: Smoothed particle hydrodynamics modeling of linear shaped charge with jet formation and penetration effects (2013)

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