Modelling and Analysis in Geotechnical Engineering

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Published April 28, 2022 | Version 3.0
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IC MAGE UMIP - universal model interface for PLAXIS

Authors/Creators

  • 1. Imperial College London
  • 2. Imperial College Longon

Description

Documentation for IC MAGE's Universal Model Interface for PLAXIS. The Universal Model Interface for PLAXIS (UMIP) is a platform designed to facilitate the implementation of constitutive models into PLAXIS. Currently, the only integration scheme available for the constitutive relationship is a Modified Euler substepping scheme with automatic error control.

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References

  • Azeiteiro, R.J.N. (2021) Numerical simulation of liquefaction-related phenomena. PhD Thesis, University of Coimbra, Portugal.
  • Dowell, M. and Jarratt, P. (1972). The 'Pegasus' method for computing the root of an equation. BIT Numerical Mathematics, 12 (4), 503–508.
  • Hong, P.Y., Pereira, J.M., Cui, Y.J. and Tang, A.M. (2012). Explicit integration of a thermo-mechanical model for clays. Computers and Geotechnics, 46, 13–25.
  • Potts, D.M. and Gens, A. (1985). A critical assessment of methods of correcting for drift from the yield surface in elasto-plastic finite element analysis. International Journal for Numerical and Analytical Methods in Geomechanics, 9 (2), 149–159.
  • Potts, D.M. and Zdravkovic, L. (1999). Finite element analysis in geotechnical engineering. Theory. London, U.K., Thomas Telford Publishing.
  • Sloan, S.W. (1987). Substepping schemes for numerical integration of elasto-plastic stress-strain relations. International Journal for Numerical Methods in Engineering, 24 (5), 893–911.
  • Sloan, S.W., Abbo, A.J. and Sheng, D. (2001). Refined explicit integration of elastoplastic models with automatic error control. Engineering Computations, 18 (1), 121–194.
  • Taborda, D.M.G., Potts, D.M. and Zdravković, L. (2016). On the assessment of energy dissipated through hysteresis in finite element analysis. Computers and Geotechnics, 71, 180–194.
  • Taborda, D.M.G and Zdravković, L. (2012). Application of a Hill-Climbing technique to the formulation of a new cyclic nonlinear elastic constitutive model. Computers and Geotechnics, 43, 80-91.