Finite Element Analysis of Polygon Shaped Shell Roof (original) (raw)

Strain-Based Finite Element Analysis of Stiffened Cylindrical Shell Roof

American Journal of Civil Engineering

A new triangular cylindrical shell finite element is used to obtain an elastic linear analysis of a cylindrical shell roof. The element's displacement fields are in terms of curvilinear coordinates, satisfy the exact requirement of rigid body modes of deformation and have five degrees of freedom at each of the three corner nodes. The efficiency of the developed element is first tested and then applied to analyze stiffened cylindrical shell roof. The results of the displacement and stress resultant along the stiffener are presented and a parametric study is carried out to find the effect of the varying geometry of the stiffener and the effect of axis rotation of the beam on the level of the internal forces.

Generalised assumed strain curved shell finite elements (CSFE-sh) with shifted-Lagrange and applications on N-T’s shells theory

Curved and Layered Structures

We present a simple methodology to design curved shell finite elements based on Nzengwa-Tagne’s shell equations. The element has three degrees of freedom at each node. The displacements field of the element satisfies the exact requirement of rigid body modes in a ‘shifted-Lagrange’ polynomial basis. The element is based on independent strain assumption insofar as it is allowed by the compatibility equations. The element developed herein is first validated on analysis of benchmark problems involving a standard shell with simply supported edges. Examples illustrating the accuracy improvement are included in the analysis. It showed that reasonably accurate results were obtained even when using fewer elements compared to other shell elements. The element is then used to analyse spherical roof structures. The distribution of the various components of deflection is obtained. Furthermore, the effect of introducing concentrated load on a cylindrical clamped ends structure is investigated. I...

Dynamic Analysis of Reticulated Roof Shell Structures

Journal of emerging technologies and innovative research, 2020

Large span roof shell structures have an inherent tendency to be unstable under dynamic loads. However the dynamic behavior of these is not well documented. An in depth analysis is required to understand its bending, vibration, axial, buckling etc. However, the present investigation focused on free vibration behavior. In this research study, models of spherical single layer reticulated roof shell structures were established in Finite Element software CSi SAP2000. Based on free vibration frequency the dynamic behavior of these structures was investigated in this research paper. Parametric analysis was conducted and the influence of these parameters on the structure was observed in terms of free vibration frequency. Several parameters were considered for the analysis such as, different span diameters, different roof loading and rise to span ratios. Based on the analysis, the optimum rise to span ratio was found out.

Finite Element Analysis of Shell Structures

2017

The aim of the work here reported is to perform structural analysis on shell structures using the Finite Element Method. The computational software used in this study is ADINA (Automatic Dynamic Incremental Nonlinear Analysis) [1]. A major case study is analysed in this work: the dome of the roman Pantheon. The roman Pantheon, a remarkable building more than 1800 years old, is the oldest concrete shell known and still the largest nonreinforced concrete (roman concrete) dome ever built. In this work, the influence on the elastic stress distribution on the dome of the stiffness of the support wall, the thickenings of its base and the use of different types of concrete are analyzed. The results are compared with similar nature studies carried out by Mark and Hutchinson [2] and by Morer and Goñi [3]. Following the study of the Pantheon, the study of shells is deepened. Considering the same geometrical conditions of the roman dome – the 43,3-meter circular span and the 9-meter oculus – t...

Scientific investigation on the stress minimization of the RC thin roof structures using Finite element method of analysis

Materials Today: Proceedings, 2020

In cultivation of the fashionable and classy buildings, the gable and shell roof structures are found to be appealing owing to its trendy and auspicious features. This paper is presented to facilitate the designer to elect the finest slope for constructing the roofs by providing an analytical and finite element study for both the gable and shell roofs for the five distinct angles and apex height. Moreover, the bending moment variation with respect to the span and the stress factors like bending, axial and shear stresses are analyzed to suggest the cost effective angle with efficient material requirement. The economic suitability of the gable roof structures are optimized at the pitch angle range of 9°to 36°and 36°to 108°central angle regarding the shell roof structures.

Analysis of the structural behavior of flat and circular self-supporting roof using finite elements

Revista de la Universidad del Zulia, 2022

The development and innovation of Science, specifically in the branch of construction in Civil engineering, has led the implementation of new alternatives in analysis, design and construction of industrial buildings. For this reason, in this research it was proposed to carry out a study of structural behavior of two types of self-supporting roofs: flat and circular, which were analyzed using computational tools for simulation through finite elements, in which initially the structure made up of columns, beams and steel sheets was completely modeled with an equivalent cross section, which made up the self-supporting roofs; then only the steel sheets with real cross section were discretized, and it was noted that in the extremes were the greatest stresses generated by the application of horizontal and vertical loads; and the maximum displacement of the circular roof was 14.32 % of the flat one.

An Efficient Rectangular Flat Shell Finite Element for the Analysis of Thin Shell Structures

2021

Djamal Hamadi , Oussama Temami, Toufik Maalem, Ashraf Ayoub 1LARGHYDE Laboratory, Civil Engineering and Hydraulics Department, Biskra University, Algeria, 2Department of Civil Engineering, Faculty of Technology Science, Mentouri Brothers University, Constantine, Algeria 3 Department of Civil Engineering, Batna 2 University,Algeria. 4School of Mathematics, Computer Science and Engineering, City, University of London, UK. Corresponding Author E-mail: d.hamadi@univ-biskra.dz Corresponding Author ORCID: 000-0002-1990-3192

IJERT-Parametric Study on Behavior of Concrete Shell under Uniform Loading

International Journal of Engineering Research and Technology (IJERT), 2015

https://www.ijert.org/parametric-study-on-behavior-of-concrete-shell-under-uniform-loading https://www.ijert.org/parametric-study-on-behavior-of-concrete-shell-under-uniform-loading Concrete is strong in compression and weak in tension, makes it an elegant choice for a shell roof construction. Concrete shell roofs have been widely used in the construction field for reasons concerning aesthetic appearance or achieving an economical design of a building with large spans. A shell roof, because of its dominant in-plane forces has a distinct behavior compared to flat roof. Membrane forces (In-plane forces) can be characterized into meridional and circumferential (hoop) forces in a doubly-curved shell structure. The shell roof chosen for the current study is a truncated doubly-curved spherical shaped thin-shell with a positive Gaussian curvature.An advanced finite element package ANSYS has been employed for shell modelling and analysis. A suitable 8 node quadratic shell element has been used for finite element modelling of shell surface. Ten doubly-curved spherically shaped domes have been modelled and analyzed in ANSYSWorkbench. The behavior of shell roof changes as its rise changes. A parametric study is done varying the rise to span ratio of a flat roof to that of a hemispherical dome in static loading conditions.The theoretical validation is found to be in good agreement with ANSYS models. The study circumscribes the behavioral aspects of a spherical thin shell roof accounting various rise to span ratios.

Analysis of Open Circular Reinforced Concrete Shell Roof with Curved Edge Simply Supported

2018

This paper deals with the analysis of open circular reinforced concrete shell roof with curved edge simply supported. The MATLAB coding is performed using classical theory and Scordelis-Lo-barrel roof problem is used to validate the classical problem. This roof is also modeled in finite element software SAP2000 and the comparison is done between classical and numerical method. Then boundary condition is changed and edge beam is provided along straight edge. The structure is analyzed using Chandrasekhara theory and using Scholar theory, the effect of using membrane solution as particular solution is analyzed. This roof is also modeled in SAP2000 and the comparison is done between classical and numerical method again.Further, Schorer theory, where membrane force are used as particular integral for solution of eighth order system of differential equations and difference between the results obtained by using membrane forces as particular integral has been found to be within permissible ...