Deformation Modeling of Pyramidal Piles Base at Petroleum Industry Facilities
-
2018-10-13 https://doi.org/10.14419/ijet.v7i4.8.27212 -
soil, cone head, penetration, influence zone, short pyramidal pile, finite element method, axisymmetric problem. -
Abstract
Utilizing the comparison of results of mathematical modeling by the finite element method and from the field and laboratory studies, it has been determined that the compaction zone diameter of the short pyramidal piles by the exponential function is impacted by the internal friction angle of a soil. Within the limits of the axisymmetric spatial problem, the task was solved in a geometrically non-linear setting. It has been proved that utilizing the 8-nodal iso-parametric axisymmetric finite elements allows using both rectangular and curvilinear finite element grid. The elements varied in shape and volume, and accounting for these variations enables determining the displacements, stresses, and described soil properties at each stage of the piles' construction (or a cone head digging-in). It also has been established that the natural soil properties and geometrical size of operating devices do not have a significant influence on the modeling accuracy.
Â
-
References
[1] Manjriker A. Foundation Engineering / A. Manjriker, I. Gunarante. – New York: Taylor and Francis, 2006, P. 608.
[2] Fleming K. Piling Engineering / K. Fleming, A. Weltman, M. Randolph, K. Elson. – London and New York: Taylor and Francis, 2008, P. 398.
[3] Chau K. Numerical Methods / K. Chau // Proc. of the 18th Intern. Conf. on Soil Mechanics and Geotechnical Engineering. – Paris. – 2013, 647 – 654.
[4] Vynnykov Yu. Mathematical modeling of foundations interaction with compacting basics during their construction and following work: Monograph / Yu. Vynnykov. – Poltava: PolNTU, 2016, 280 p.
[5] Paramonov V. FEM Analysis of Large Strains in Soft Soils. Computer Methods and Advances in Geomechanics / V. Paramonov // Proc. IX Int. Conf. Wuhan, A.A. Balkema / Rotterdam / Brookfield, 1997, 307 – 311.
[6] Numerical simulation of consolidation problem / K. Edip, M. Garevski, V. Sheshov, J. Bojadjeva // Proc. of the XVI ECSMGE Geotechnical Engineering for Infrastructure and Development. – Edinburg. – 2015, 3847 – 3850.
[7] Fu Z.Y. Quantifying the influence depth of dynamic compaction using the discrete element method / Z.Y. Fu, M.B. Jaksa, A. Deng // Proc. of the XVI ECSMGE Geotechnical Engineering for Infrastructure and Development. – Edinburg. – 2015, 3851 – 3856.
[8] Heibrock G. On predicting of vibrocompaction performance using numerical models / G. Heibrock, S. Kebler, T. Triantafullidis // Proc. of 14th European Conf. on Soil Mechanics and Geotechnical Engineering. – Madrid, 2007, 1323 – 1327.
[9] Henke S. Simulation of pile driving by 3-dimensional Finite-Element analysis / S. Henke, J. Grabe // Proc. of the 17th EYGEC. – Zagreb, 2006, 215 – 233.
[10] Kelm M. FE-simulation of soil compaction / M. Kelm, J. Grabe // Proc. XIIIth European Conf. on Soil Mechanics and Geotechnical Engineering. – V. 1. – Prague, 2003, 739 – 742.
[11] Pak A. Behavior of dry and saturated soils under impact load during dynamic compaction / A. Pak, H. Shahir, A. Ghassemi // Proc. 16th Intern. Conf. on Soil Mechanics and Geotechnical Engineering. – Osaka, 2005, 1245 – 1248.
[12] Dynamic compaction of collapsible soils – case study from a motorway project in Romania / G. Tsitsas, V. Dimitriadi, D. Zekkos and al. // Proc. of the XVI ECSMGE Geotechnical Engineering for Infrastructure and Development. – Edinburg. – 2015, 1487 – 1492.
[13] Strain localization modelling and pressure in saturated sand samples / B. Schrefler and al. // Comput. Mech. – 1998. – 22, № 3, 266 – 280.
[14] Arnold M. Modeling of vibrocompation using hypoplasticy with intergranular strains / M. Arnold, I. Herle // Proc. of the 17th Intern. Conf. on Soil Mechanics and Geotechnical Engineering. – Alexandria, Egypt: JOS Press, 2009, 2334 – 2337.
[15] Zotsenko N. Designing the compacted subsoil’s using mathematical simulation method / N. Zotsenko, Yu. Vynnykov // Active Geotechnical Design in Infrastructure Development. – Proc. of the XIIIth Danube-European Conf. on Geotechnical Engineering. Vol. 2. – Ljubljana, 2006, 385 – 390.
[16] Innovative projects in difficult soil conditions using artificial foundation and base, arranged without soil excavation / P. Kryvosheiev, G. Farenyuk, V. Tytarenko, I. Boyko, M. Kornienko, M. Zotsenko, Yu. Vynnykov, V. Siedin, V. Shokarev, V. Krysan // Proc. of the 19th Intern. Conf. on Soil Mechanics and Geotechnical Engineering. – Seoul. – 2017, 3007 – 3010.
[17] Zotsenko M. Modern practice of determination of strength characteristics of cohesive soils by penetration methods / M. Zotsenko, Yu. Vynnykov, A. Yakovlev // Proc. of XIVth Danube – European Conf. on Geotechnical Eng. – Bratislava: Slovak University of Technology. – 2010, 245 – 253.
[18] Zotsenko, M., Vynnykov, Y., Doubrovsky, M., Oganesyan, V., Shokarev, V., Syedin, V., Meshcheryakov, G. (2013). Innovative solutions in the field of geotechnical construction and coastal geotechnical engineering under difficult engineering-geological conditions of ukraine. Paper presented at the 18th International Conference on Soil Mechanics and Geotechnical Engineering: Challenges and Innovations in Geotechnics, ICSMGE 2013, , 32645-2648.
[19] Zotsenko, M., Vynnykov,Y., Lartseva, I. & Sivitska,S. (2018) Ground base deformation by circular plate peculiarities Paper presented at the MATEC Web of Conferences, 230 https://doi.org/10.1051/matecconf/201823002040
-
Downloads
-
How to Cite
Zotsenko, M., Vynnykov, Y., Miroshnychenko, I., & Petrash, R. (2018). Deformation Modeling of Pyramidal Piles Base at Petroleum Industry Facilities. International Journal of Engineering & Technology, 7(4.8), 48-52. https://doi.org/10.14419/ijet.v7i4.8.27212Received date: 2019-02-11
Accepted date: 2019-02-11
Published date: 2018-10-13