Modeling a dome in Abaqus

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Finite element method-Steel dome made in abaqus

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Finite element method project dr. Ing. Adrian Dogariu

Finite element method project

Determination of membrane stress resultants for a hemispherical shell under own weight Goal of the project

The goal of this project was to obtain the membrane stress resultants of a hemispherical shell under vertical load (own weight).

The two stresses are:the circumferential hoop stress -n the meridional stress -n

The shell has the following geometry:Span: 25000 mmRadius of curvature: 12500 mmThickness: 20 mm R/t 625 Material used: Steel

Software used: Abaqus 6.13-1

Geometry: Part module

The three-dimensional shell model consists of curved shell elements. The model is generated by constructing several meridional and circumferential ribs whichenclose rectangular and triangular surface areas

Material: Property Module

Analysis

Step module:Static analysisLoad and boundary conditionsLoad considered:Self weight

Boundary conditions:

Continous fixed support at the baseMeshingElement type: membrane

4 node quadrilateral elements, reduced integration points, M3D4RThe top part was meshed separately using the sweep technique

Results

FEM vs. TheoryTop (=00)Base (=900)

n-0.5 N/mm2-1.0 N/mm2

n-0.5 N/mm2

+1.0N/mm2

The meridional stress resultants are compression stresses. The circumferential stresses, however, change from compression to tension.Top (=00)

Base (=900)

n-0.496 N/mm2-0.961 N/mm2

n-0.496 N/mm2

+0.900 N/mm2Theory resultsFEM results9ConclusionThe stresses at the top of the dome, obtained with FEM, are very close to the ones obtained with theory.

However, at the stresses at the base of the dome, some discrepancies are observed.