webmaster: Mariusz Jaśniok

• RESEARCHGATE - international social network for scientists

• AKADEMIA.edu - international social network for scientists

• MENDELEY - professional browser of scientific papers

• GOOGLE SCHOLAR - professional browser of scientific papers

### Company's data

CorrTEST - Mariusz Jaśniok - rzeczoznawca budowlany

address: PL 44-121 Gliwice, 45/4 Szafirowa

NIP: 626-192-52-08   REGON: 362494036

email: mariusz.jasniok@corrtest.pl

website: corrtest.pl

mobile: +48 692 246 710

• NOZBE - great application for managing tasks and time

• WEBWAVE - Polish website creator, in which I made this site

## Pierwszy rozdział artykułu w BLOGU

W każdym rozdziale dobrze by było mieć kilkanaście zdań z linkami do źródeł, a także linkami do rysunków, wykresów lub zdjęć.

Treść podpisu pod rysunkiem lub fotografią

## Bibliografia

[1] Instrukcja ITB

[2] Instrukcja ITB

[3] Instrukcja ITB

This post describes the main assumption of modelling a two-dimensional equivalent frame for the reinforced concrete flat-slab structure. It shows the modern implementation of calculation algorithms for the equivalent frame method using software for structural analysis. In my video tutorial, I summarise any comments and instructions by showing the particular stages of modelling the flat-slab structure step by step.

## What is so specific about modelling the equivaleny frame?

The equivalent frame method assumes that the structural system works within the elastic and isotropic range of materials (this is the material has the same properties in all directions). The key assumption of this method consists in grouping in mind the analysed reinforced concrete flat-slab structure into frames crossing in two mutually perpendicular directions. The structure should be divided into four frames in total, two at each directions, where one frame is always the centre line and one is the end line.

In the next step, rigidity of columns and sections from the equivalent frame should be calculated. Cross-section of frame members has a rectangular shape with the height equal to the slab thickness, and the width corresponding to the axial spacing between columns (in perpendicular direction to the slab section axis). Section rigidity increases in the zone of joining flat floor slab with the column. It should be calculated from the proper equation (equation 6.4 p. 243 [2]). However, the column cross-section in the equivalent frame model is assumed in accordance with its geometry, and in the zone of column passing through the slab line, its rigidity is assumed to correspond to infinite rigidity. From technical point of view, the effect similar to column infinite rigidity in the node can be achieved by increasing nearly three times the height of column section, while the width value is constant.

## Example of modelling the equivalent frame

This video tutorial shows the methodology of modelling one of four equivalent frames for reinforced concrete flat-slab structure. In the process of modelling I defined not only the main structure axes, but also auxiliary axes to determine sizes of flat floor slabs and columns. In that way, it is easier to enter different cross-section values for column and slab section lengths. The equivalent frame model was developed using Autodesk Robot Structural Analysis 2016 software.

My tutorial presents the methodology for modelling equivalent frame

## References

[1] PN-EN 1992-1-1:2008 Eurokod 2. Projektowanie konstrukcji z betonu. Część 1-1: Reguły ogólne i reguły dla budynków

[2] Starosolski W.: Konstrukcje żelbetowe według Eurokodu 2 i norm związanych, t.2, Wydawnictwo Naukowe PWN, Warszawa 2011

------

author: Mariusz Jaśniok

company owner of CorrTEST

14 January 2017