Computer Support in Statics

Author:

Tvrdá Katarína1

Affiliation:

1. Slovak University of Technology, Faculty of Civil Engineering, Radlinského 11, 810 05 Bratislava Slovakia

Abstract

Nowadays new subjects are implemented into education process, for the sake of the support of existing profile subjects at the technical universities. The elaboration of assigned tasks on individual subjects is demanding and time consuming and therefore a subject is created, which facilitates the solving of the assigned tasks. The subject Computer support in statics tries to show the base of working with freely available programs such as SMath studio and Excel, which allow creating own user´s algorithms based on the experience gained from this subject. While elaborating the tasks from statics and elasticity, a student utilizes the knowledge gained in the mathematics and physics courses. Followingly, the knowledge from engineering statics and elasticity theory are further utilized in subjects like concrete structures or steel and wooden structures. This paper performs a computation in software Smath studio. Students confirm their theoretical background, they can follow the computation and followingly can better understand the behaviour of the structure subjected to the load.

Publisher

North Atlantic University Union (NAUN)

Reference20 articles.

1. Z. Kala, A. Omishore, “Fuzzy stochastic approaches for analysing the serviceability limit state of load bearing systems,” International journal of mathematical models and methods in applied siences, vol. 10, 2016, pp.294-301.

2. K. Kotrasova, E. Kormanikova, “A case study on seismic behavior of rectangular tanks considering fluid - structure interaction,” International journal of mechanics, vol. 10, 2016, pp. 242 – 252.

3. Z. Kala, M. Kalina, “Static Equilibrium States of Von Mises Trusses,” International journal of mechanics, vol. 10, 2016, pp. 294 – 298.

4. L. Wu., D. Wang, Y. Zhu., et al. “A study on the effects of hydraulic static load on the dynamic characteristics of the partially liquid-filled cylindrical shell,” Journal of fluids and structures, vol. 85, 2019, pp 40-54.

5. S. Radaev, “Numerical and analytical modeling of permanent deformations in panels made of nanomodified carbon fiber reinforced plastic with asymmetric packing,” International journal of mechanics, vol. 15, 2021, pp. 172 – 180.

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