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«Strength of the compressed thin-walled studs: tests and FEM-modelling» Saint-Petersburg, Hämeenlinna 2014 Saint-Petersburg State Polytechnical University HAMK University of Applied Sciences Report at «International Scientific Conference and Workshop «METNET» Contributors: Nikolay I. Vatin , Alexey S. Sinelnikov Jarmo Havula, Lassi Martikainen
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Page 1: Strength of the compressed thin-walled studs: tests and ... 2014/Strength_of_the... · «Strength of the compressed thin-walled studs: tests and FEM ... Alexey S. Sinelnikov ... •

«Strength of the compressed thin-walled studs: tests and FEM-modelling»

Saint-Petersburg, Hämeenlinna

2014

Saint-Petersburg State Polytechnical University

HAMK University of Applied Sciences

Report at

«International Scientific Conference and Workshop «METNET»

Contributors: Nikolay I. Vatin , Alexey S. Sinelnikov

Jarmo Havula, Lassi Martikainen

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Abstract This summary report is based on the experimental and numerical research of thin-

walled cross-section’s compression resistance carried out in St. Petersburg State

Polytechnical University and HAMK University of Applied Sciences, Sheet Metal

Centre. Current situation on the Russian market concerning the usage of cold-formed

thin-walled cross-sections is aimed to find out a base foundation to start up a stipulation

of the elements under discussion in the building industry. Some questions about the

compression resistance of such cross-sections were raised on different conferences by

scientific community and by companies such as Rautaruukki Oyj (Finland). Steel

galvanized C- and U-profiles and thermo-profiles are types of thin-walled cross-sections

are normally used in small houses construction. Thermo-profiles have slots in webs that

decrease the thermal flow through the web, but have a negative effect on strength of

the profiles. These profiles were object of the research. Investigations carried out

included tests to prove the compression resistance of the single thin-walled studs and

stud-to-rack joints. Numerical modeling of thin-walled cross-sections was done with

contemporary analysis software (SCAD Office) using the finite element method

(FEM).

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Researches Studies undertaken by the authors in recent years have revealed that today‘s

building market in Russia is looking for building materials and technologies that could

provide low-height housing industry with high-speed of construction, safety, ecological

compatibility and finance efficiency.

The lightweight thin-walled cold-formed steel structures allow getting advantages

that meet the requirements described above. Due to some reasons we, in Russia, do

not have current norms that could be applied by engineers who design houses using

the cold-formed steel structures. In this area a number of Doctoral theses have been

defended during recent years in Russia (G.I. Belyy, A.R.Tusnin, I.V. Astahov, A.U.

Kuznetsov). Theoretical research and laboratory tests were done only for specific

types of thin-walled cross-sections.

Jyrki Kesti contributed a good deal to the development of local and distortional

buckling of perforated steel wall studs (Espoo, 2000). Today thin-walled cold-formed

steel structures won a good place in the Finnish building area. Experience that Finnish

engineers have could help Russian science community to understand more exactly

behavior of such a structures and appropriate European norms.

Summary of the research described below concerns reticular-stretched thermo-

profiles. Reticular-stretched thermo-profile is a new type of thin-walled cross-sections

that found its place in Russian market.

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General

As an object of research reticular-stretched thermo-profiles and their joints were

analyzed (see figure 1). The following profiles are discussed:

1. Specimen S1 (stud) - АИ ТCс 200-45-2,0;

2. Specimen S2 (rack) - АИ ПН 200-50-2,0.

Steel used for specimen production has the following parameters:

1. Steel grade - 350 (yield strength not less than 350 H/mm2);

2. Coating mass, 350g/m2;

3. Coating thickness, 25 microns.

Fig. 1 Reticular-stretched thermo-profiles 4 of 23

The research goal was to form

the theoretical rationale for usage of

reticular-stretched thermo-profile

throughout buckling analysis based

on the laboratory tests.

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Research tasks

Research tasks:

1. Laboratory tests:

− Compression test: single studs and stud-to-rack joints.

2. Numerical modeling (FEM):

− Buckling analysis.

3. Comparison of results.

5 of 23 Fig. 2 Compression test. Single stud and Stud-to-rack joint

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Experimental investigations

Compression test 1. Test specimen:

• C–shaped thermo-slotted profiles АИ ТCс 200-45-2.0;

• Web height - 200mm, flange width - 45mm, single edge fold stiffener – 15mm,

steel thickness - 2,0mm;

• Total lengths of the specimen 350 and 1000 mm;

• Support blocks (thickness 40 mm; edge is positioned 3 mm from the end of the

profile) made of wood are placed inside the profile at the ends;

• 7 specimen (4 single studs and 3 stud-to-rack joints).

2. Test arrangement:

• The lower end of the specimen is placed on a hinged support made of steel or

on a floor;

• The load of a hydraulic cylinder is applied to the special hinged element through

a thick steel plate to the upper end of the specimen;

• Point of load application is 10mm from the outside surface of the web.

3. Test procedure:

• The specimen is loaded using the displacement control until the failure of the

specimen;

• The loading rate is different (1.0; 1.33; 2.0; 3.0; 4.0 mm/min).

4. Test results:

• Buckling form and force. 6 of 23

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Experimental investigations

Test results. Photos

7 of 23

Fig.3 Compression test

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Experimental investigations

Test results. Photos

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Fig.4 Compression test

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Experimental investigations

Test results. Photos

9 of 14 Fig.5 Stud-to-rack joint. Specimen C1…C3

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Experimental investigations

Test results. Compression test diagram (S3)

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Fig. 6 Compression test diagram (S3)

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Experimental investigations

Test results. Compression test diagram (S1,S2,S4)

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Fig. 7 Compression test diagrams (S1,S2,S4)

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Experimental investigations

Test results. Compression test diagram (C1,C2,C3)

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Fig. 8 Compression test diagrams (C1,C2,C3)

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Experimental investigations

Test results

Table 1. Test results

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Type of profile/ Specimen number Compression test

Buckling force, kN

АИ ТCс 200-45-2,0 (S1) 84.35

АИ ТCс 200-45-2,0 (S2) 68.89

АИ ТCс 200-45-2,0 (S3) 53.82

АИ ТCс 200-45-2,0 (S4) 83.36

АИ ТCс 200-45-2,0 (C1) 90.82

АИ ТCс 200-45-2,0 (C2) 92.99

АИ ТCс 200-45-2,0 (C3) 99.88

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Reticular-stretched VS. Usual web-slotted profile

14 of 23 Fig. 9 Reticular-stretched and usual web-slotted profiles

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Reticular-stretched VS. Usual web-slotted profile

Test results

Table 2. Test results (mean values)

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Type of profile Compression test Difference

Buckling force, kN %

АИ ТCс 200-45-2,0 78.19 96

АИ ТC 200-45-2,0 39.98

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Numerical modeling (FEM)

Numerical modeling of thin-walled cross-sections and their stud-to-rack joint was

done with contemporary analysis software (SCAD Office) using finite element method

(FEM). FEM-models’ parameters were the same as for the tests described above.

During the modeling process the thin-walled profile based on shell-elements (see figure

10).

Fig. 10 FEM-model of reticular-stretched profile (shell-elements)

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Characteristic of shell-element models:

• Finite element dimensions – 3 mm;

• Absolute solid body;

• Hinged and combined boundary

conditions.

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Comparison test and FEM-modeling results

Table 3. Test and FEM analysis results

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Type of profile Compression test Buckling analysis

350mm 1000mm Shell Difference

Buckling force, kN %

АИ ТCс 200-45-2,0 - 53.82 53.5 0.6

АИ ТCс 200-45-2,0 93.7 - 85.9 8.3

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Numerical analysis (FEM)

Numerical modeling of reticular-stretched profile studs with length 1000, 2000 and

3000mm were done.

Fig. 11 FEM-model of reticular-stretched profile (shell-elements)

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Characteristic of shell-element models:

• Finite element dimensions – 3 mm;

• Absolute solid body;

• Hinged boundary conditions.

Types of the cross-sections (see figure 11):

• АИ ТCс 150-45-1.5 (2.0);

• АИ ТCс 175-45-1.5 (2.0);

• АИ ТCс 200-45-1.5 (2.0);

• АИ ТCс 250-45-1.5 (2.0).

Accidental eccentricity (SNiP II-23-81*):

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Numerical analysis (FEM).Results Table 4. FEM analysis results: critical load and buckling form

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Critical load, kN Buckling form Critical load, kN Buckling form

1 1000 4,28 61 44,6 Local 37,7 Local

2 2000 5,61 122 42,9 Local 36,2 Local

3 3000 6,95 183 30,2 Overall 26,6 Overall

4 1000 4,27 62 83,9 Local 71,3 Local

5 2000 5,60 124 78,4 Overall 69,0 Local

6 3000 6,94 185 41,6 Overall 36,9 Overall

7 1000 4,71 62 36,6 Local 31,4 Local

8 2000 6,05 125 34,2 Local 29,1 Local

9 3000 7,38 187 29,0 Overall 25,1 Overall

10 1000 4,70 63 69,6 Local 60,2 Local

11 2000 6,04 126 65,8 Local 56,0 Local

12 3000 7,37 190 40,8 Overall 35,6 Overall

13 1000 5,14 64 29,2 Local 24,8 Local

14 2000 6,47 128 27,2 Local 22,8 Local

15 3000 7,80 192 26,2 Local 21,2 Local

16 1000 5,13 65 55,8 Local 47,7 Local

17 2000 6,46 130 53,1 Local 44,3 Local

18 3000 7,79 194 39,7 Overall 34,1 Overall

19 1000 5,96 67 19,8 Local 16,4 Local

20 2000 7,29 134 18,3 Local 14,7 Local

21 3000 8,62 201 17,9 Local 13,9 Local

22 1000 5,95 68 38,2 Local 31,8 Local

23 2000 7,28 136 36,9 Local 29,8 Local

24 3000 8,61 204 35,9 Overall 28,1 Local

Axial compression Eccentrical compression

ТСс 150-45-1.5 16,41

ТСс 150-45-2.0 16,19

Radius of

gyrationLength, m

Eccentricity

, mmSlenderness

ТСс 250-45-2.0 14,69

ТСс 175-45-1.5 16,04

ТСс 175-45-2.0 15,82

ТСс 200-45-1.5 15,65

Type of profile№

ТСс 200-45-2.0 15,44

ТСс 250-45-1.5 14,90

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Conclusions 1. New type of thin-walled thermo-profile (reticular-stretched) were analyzed.

2. Laboratory tests of the reticular-stretched profile under compression showed that

local buckling appears before overall buckling for the profiles with small slenderness

(λmax = 60…70). It was experimentally proved flexural and torsion-flexural buckling

forms.

3. Comparative analysis of experimental data for reticular-stretched profile and usual

web-slotted profile showed that bearing capacity of the first one is more than the last

one by about 95%. Middle positioned stiffener with grooved form is good design

solution.

4. Numerical analysis (FEM) of the reticular-stretched profiles with parameters that

are the same as for the tested specimens showed good results with normalized

difference not more than 8%.

5. Numerical analysis (FEM) of the reticular-stretched profiles with different web

height (150, 175, 200 and 250mm) and steel thickness (1.5 and 2.0mm) showed that

dominant type of buckling form depends on slenderness of the cross-section.

6. Summary of the investigations should be taken as a step to apply finite element

method for modeling profile behavior without real tests.

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Acknowledgements

The experimental work was commented by Arto Ranta-Eskola, director of research,

Rautaruukki Oyj (Finland).

The authors also gratefully acknowledge the helpful comments and suggestions of

the reviewers, which have improved the presentation.

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