STEEL SHEATHING Mahsa Mahdavian Thesis Prepared For The .

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INNOVATIVE COLD-FORMED STEEL SHEAR WALLS WITH CORRUGATEDSTEEL SHEATHINGMahsa MahdavianThesis Prepared for the Degree ofMASTER OF SCIENCEUNIVERSITY OF NORTH TEXASMay 2016APPROVED:Cheng Yu, Major ProfessorMichael Shenoda, Committee MemberDiane DeSimone, Committee MemberEnrique Barbieri, Chair of the Department ofEngineering TechnologyCostas Tsatsoulis, Dean of the College ofEngineering

Mahdavian, Mahsa. Innovative Cold-Formed Steel Shear Walls with Corrugated SteelSheathing. Master of Science (Engineering Systems-Construction Management), May 2016, 175pp., 10 tables, 71 figures, references, 12 titles.This thesis presents two major sections with the objective of introducing a new coldformed steel (CFS) shear wall system with corrugated steel sheathings. The work shown hereinincludes the development of an optimal shear wall system as well as an optimal slit configurationfor the CFS corrugated sheathings which result in a CFS shear wall with high ductility, highstrength, high stiffness and overall high performance. The conclusion is based on the results of36 full-scale shear wall tests performed in the structural laboratory of the University of NorthTexas. A variety of shear walls were the subject of this research to make further discussions andconclusions based on different sheathing materials, slit configurations, wall configurations,sheathing connection methods, wall dimensions, shear wall member thicknesses, and etc. Thewalls were subject to cyclic (CUREE protocol) lateral loading to study their deformations andstructural performances. The optimal sit configuration for CFS shear walls with corrugated steelsheathings was found to be 12 2 in. vertical slits in 6 rows. The failure mode observed in thisshear wall system was the connection failure between the sheathing and the framing members.Also, most of the shear walls tested displayed local buckling of the chord framing memberslocated above the hold-down locations.The second section includes details of developing a Finite Element Model (FEM) inABAQUS software to analyze the lateral response of the new shear wall systems. Differentmodeling techniques were used to define each element of the CFS shear wall and are reportedherein. Material properties from coupon test results are applied. Connection tests are performedto define pinching paths to model fasteners with hysteretic user-defined elements. Element

interactions, boundary conditions and loading applications are consistent with full scale tests.CFS members and corrugated sheathings are modeled with shell elements, sheathing-to-framefasteners are modeled using nonlinear springs (SPRING2 elements) for monotonic models and ageneral user defined element (user subroutine UEL) for cyclic models. Hold-downs are definedby boundary conditions. A total of three models were developed and validated by comparingABAQUS results to full scale test results.

Copyright 2016byMahsa Mahdavianii

ACKNOWLEDGMENTSSo many individuals have helped me through this journey and have contributed to thisresearch. I would like to start by thanking Dr. Cheng Yu for seeing the potential in me and givingme a chance to take on this research. Thank you to all my professors and peers at University ofNorth Texas: Dr. DeSimone, Dr. Shenoda, Dr. Anaya, Dr. Huang, Dr. Nasrazadani and all theother faculty members. We got to know each other from Spring 2011 and you have helped megrow academically and personally. I would also like to thank Bobby Grimes for all the help andtechnical advice in lab.A large credit goes to all my friends who worked in the laboratory and helped to performall the tests needed for this research. Graduate students Mohamad Yousof, Karam Salahia,Pengchun Jia, Adam Johnson, Xing Lan, Zhishan Yan; Undergraduate students Kevin Holden,Emmanuel Velasco, Nathan Derrick, Chris Lavezo, Nick O’Connor, Jeremy Artman; and ofcourse my dear friend, Wenying Zhang, visiting Ph.D scholar from Tongji University, China. Weworked so hard together and we became incredible friends during this time.I would also like to thank our donors, Steel Stud Manufacturers Association, NucorVulcraft, and Simpson Strong-Tie for their contributions; as well as our industry advisors JeffMartin and Rick Haws.Lastly, I am grateful for my family and their endless support during these years. Thankyou to my dad, Mohammad Hadi Mahdavian, for always having my back. Thank you to mymom, Parvin Moghaddam Yazdan, for being my emotional support. Thank you to my sister andher husband, Mitra Mahdavian and Amir Ehsan Kavousian, for being great role models for me.Thank you iii

TABLE OF CONTENTSACKNOWLEDGMENTS . iiiTABLE OF CONTENTS. ivLIST OF TABLES . viiLIST OF FIGURES . viiiCHAPTER 1 INTRODUCTION AND RESEARCH OBJECTIVES . 1CHAPTER 2 LITERATURE REVIEW . 3CHAPTER 3 TEST PROGRAM . 73.1 Test Setup. 73.2 Test Method . 103.3 Test Specimens . 113.3.1 (8 ft. 4 ft.) Sheet Out . 123.3.2 (8ft. 4 ft.) Sheet In . 163.3.3 (8 ft. 4 ft.) Sheet In Triple Tracks . 173.3.4 (8 ft. 4 ft.) Sheet In with 300T . 193.3.5 (8 ft. 2 ft.) Sheet Out . 213.3.6 (8 ft. 2 ft.) Sheet In. 223.4 Material Properties . 273.5 Test Results and Discussions . 283.5.1 Different Sheathing Material . 31iv

3.5.2 Optimal Slit Configuration . 353.5.3 Design Details . 373.5.4 Wall Configurations . 393.5.5 Sheathing Connection Method . 44CHAPTER 4 FINITE ELEMENT MODELING. 474.1 Components & Geometry . 484.2 Material Properties . 484.3 Interaction . 494.4 Boundary Conditions . 504.5 Contact Properties . 514.6 Sheathing Connections. 514.6.1 Monotonic . 524.6.2 Cyclic . 534.7 Loading Method . 544.8 Simulation Results . 54CHAPTER 5 CONCLUSION AND FUTURE WORK . 62APPENDIX A TEST DETAILS. 65APPENDIX B ABAQUS CYCLIC MODEL INPUT FILE . 142APPENDIX C FASTENER PART. 153APPENDIX D FASTENER EQUATION . 158v

APPENDIX E WITHDRAWAL SPRINGS . 170REFERENCES . 174vi

LIST OF TABLESTable 1 - CUREE basic loading history ----------------- 11Table 2 - Test matrix --------------------------------------- 12Table 3 - Material properties of wall components ----- 27Table 4 - Summary of shear wall test results ----------- 31Table 5 - Slit configuration numerical results ---------- 35Table 6 - Nominal shear strength (Rn) for seismic and other in-plane loads for shear walls(pounds per foot) ------------------------------------------- 40Table 7 - Summary of 8 4 68 27 sheet in results ---- 41Table 8 - 8 2 68 27 shear wall result summary ------ 43Table 9 - 8 4 54 18 shear wall result summary ------ 44Table 10 - Test number corresponding to model ------ 47vii

LIST OF FIGURESFigure 1 - 24 2 in. vertical --------------------------------7Figure 2 - 24 3 in. vertical --------------------------------5Figure 3 - Details of testing frame and position transducer locations --------------------------------- 8Figure 4 - Front view of testing frame ------------------- 9Figure 5 - Back view of test setup ------------------------ 9Figure 6 - CUREE basic loading history (0.2 Hz) ----- 11Figure 7 - Verco Decking SV36 sheathing profile (www.vercodeck.com) -------------------------- 13Figure 8 - Sheet out (8 ft. 4 ft.) ------------------------ 13Figure 9 - Sheet out wall configuration ----------------- 14Figure 10 - Spot-welding machine ----------------------- 15Figure 11 - "A" pointed double bent shanks ------------ 15Figure 12 - Spot-welding power ----------------------- 16Figure 13 - Sheet in (8 ft. 4 ft.) ------------------------ 17Figure 14 - Sheet in wall configuration (back view) -- 17Figure 15 - Sheet in wall configuration (front view) -- 17Figure 16 - Sheet in triple tracks (8 ft. 4 ft.) --------- 18Figure 17 - Sheet in triple -------------------------------22Figure 18 - Sheet in triple -------------------------------19Figure 19 - Sheet in with 300T (8 ft. 4 ft.) ----------- 20Figure 20 - Sheet in with 300T -------------------------23Figure 21 - Sheet in with 300T -------------------------20Figure 22 - Sheet out (8 ft. 2 ft.) ----------------------- 21viii

Figure 23 - Sheet out wall configuration ---------------- 22Figure 24 - Sheet in (8 ft. 2 ft.) ------------------------ 23Figure 25 - Sheet in ------------------------------------26Figure 26 - Sheet in ------------------------------------23Figure 27 - Corrugated sheet cutting pattern ----------- 24Figure 28 - Kett Pn-1020 Nibbler ------------------------ 24Figure 29 - Sheet out with 24 2 in. ---------------------28Figure 30 - Sheet out with 24 1 in. ---------------------25Figure 31 - Sheet in triple tracks 24 2 in. -------------28Figure 32 - Sheet out 12 2 in. ---------------------------25Figure 33 - Sheet in with 300T 12 2 in. slits ---------- 26Figure 34 - Sheet out with 6 2 in. ----------------------29Figure 35 - Sheet in with 6 2 in. ------------------------26Figure 36 - Test specimen flow-chart ------------------- 29Figure 37 - Different sheathing material, hysteresis curves -------------------------------------------- 32Figure 38 - a. Test 5 failure mode - sheathing connection failure, b. screw failure at bottom track,c. seams screw pull out ------------------------------------ 33Figure 39 - Test 11 failure mode ------------------------- 34Figure 40 - Test 12 failure mode - sheathing screw pull over at top track --------------------------- 34Figure 41 - Hysteresis comparison: unperforated vs. perforated -------------------------------------- 36Figure 42 - Optimal slit configuration ------------------- 37Figure 43 - Hysteresis comparison: single over-lap vs. double over-lap ----------------------------- 38Figure 44 - Hysteresis comparison: original vs. replaced sheathing ---------------------------------- 39ix

Figure 45 - Test 21 failure mode ------------------------- 42Figure 46 - Sheet in 300T without perforation --------- 42Figure 47 - Sheet in 300T without perforation --------- 43Figure 48 - Unzipping of spot-weld -----------------48Figure 49 - Burnt ---------------------------------------45Figure 50 - Spot-welds hysteresis curves --------------- 46Figure 51 - stud-to-stud connection ties ----------------- 49Figure 52 - stud-to-track frame ties ---------------------- 49Figure 53 - Out-of-plane boundary condition ---------- 50Figure 54 - Hold-down and bolts boundary conditions ------------------------------------------------- 50Figure 55 - Contact surface locations ------------------- 51Figure 56 - Sheet to sheet backbone connection curve ------------------------------------------------- 52Figure 57 - Sheet to track backbone ------------------55Figure 58 - Sheet to stud backbone -------------------52Figure 59 - Typical Pinching4 backbone curve and pinching path ----------------------------------- 53Figure 60 - Loading method ------------------------------ 54Figure 61 - Model 1 vs. Test 54 results ----------------- 55Figure 62 - Model 1: stress distribution on bottom sheet ----------------------------------------------- 56Figure 63 - Model 1: local and distortional buckling of studs ----------------------------------------- 56Figure 64 - Model 1: sheathing to frame connection failure ------------------------------------------- 57Figure 65 - Model 2 vs. Test 5 results ------------------- 57Figure 66 - Model 2: sheathing deformation ----------- 58Figure 67 - Model 2: local buckling of stud ------------ 58x

Figure 68 - Model 2: seam screw connection --------- 59Figure 69 - Model 3 vs. average of Test 3 and Test 6 - 60Figure 70 - Model 3: sheathing deformation ----------- 60Figure 71 - Model 3: stress distribution at slits -------- 61xi

CHAPTER 1INTRODUCTION AND RESEARCH OBJECTIVESCold-formed steel members are steel products shaped at room temperature from steelsheets, plates, or bars by roll-forming, press braking, or bending brake operations. Theseproducts can be produced at a high speed and in large quantities using computer controlledautomatic machining processes which lead to consistence in member dimensions and mechanicalproperties. CFS has many advantages such as: light weight, high strength and stiffness, easyerection, and recyclable nature. As a result, CFS has been widely used in curtain walls, exteriorwalls, floor systems, and roof systems for low-rise and mid-rise structures. American Iron andSteel Institute (AISI) is front and center of developing iron and steel standards in North America.The International Building Code (IBC 2012) Section 602.2 states that building elementsof Type I and Type II construction must be of noncombustible materials. These buildingelements consist of: structural frames, bearing walls, nonbearing walls, floor construction, androof construction. The CFS light frame buildings primarily use sheathed shear walls as the lateralforce resisting system. The IBC (2012) and the North American Standard for Cold-Formed SteelFraming – Lateral Design (AISI S213-07) provide design provisions for CFS shear walls usingplywood, OSB and steel sheets. Steel strap cross bracing shear walls are also used to provideshear strength. Following the IBC (2012) requirements, steel sheet shear walls and steel strapcross bracing shear walls are the only noncombustible options available for mid-riseconstruction.Steel strap cross bracing shear walls and steel sheet shear walls are not desirable shearresistance building elements. Steel strap bracing requires special plates to be installed and need1

special finishing material which results into higher design loads. In the end, steel strap bracingshear walls are known to be labor intensive. Last option available for lateral resistance system issteel sheet shear walls which provide low shear strength in comparison to all other shearresistance systems. As a result of this limitation, steel sheet shear walls is not an ideal lateralsystem for CFS mid-rise buildings in high seismic and wind hazardous areas. A noncombustibleCFS shear wall with high structural performance is of great need by the industry for the mid-riseconstruction market.To satisfy this need, a new shear wall system with corrugated steel sheathings is beingexplored. Corrugated steel decks were mainly used in flooring and roofing systems, but theyhave recently been introduced in load bearing walls. Corrugated steel sheathings have high inplane strength and stiffness due to the cross sectional shape of the sheet. These characteristicsresult to a high strength and stiffness shear wall system but rather low ductility. The objectives ofthis thesis were to: 1. discover a new shear wall system using corrugated steel sheathings and 2.to develop an accurate finite element model to predict the performance of the new shear wallsystem. Every small detail in a shear wall system contributes to its performance; therefore thesedetails were studied, discussed and reported herein.2

CHAPTER 2LITERATURE REVIEWThe study of CFS shear walls with corrugated steel sheathing started by Fulop andDubina (2004). Fulop and Dubina studied a series of full-scale tests on 11.81 ft. 7.87 ft. shearwalls with different sheathing materials including corrugated steel sheets, gypsum board, andOSB. For all test specimens tested in their research, all walls consisted of the same framingmaterials (studs and tracks). A total of 7 monotonic tests and 8 cyclic tests were performed.Fulop and Dubina (2004) concluded that the CFS walls were rigid and capable of resisting lateralloading. The failure of seam fasteners was the reported failure mechanism for corrugated sheetspecimens.Stojadinavic and Tipping (2007) conducted a series of 44 cyclic tests on CFS shear wallswith corrugated steel sheathing. A total of six design parameters were selected to vary in theirtests including gauge of corrugated sheet steel, gauge of frame members, fastener type and size,seams fastener spacing, inclusion of gypsum board on one side, and applying corrugated sheetsteel on one or both sides of the wall specimens. Stojadinavic and Tipping reported that in all thetests, the failure mode observed was the eventual pulling out of screws due to the warping ofcorrugated steel sheets.Emami, Mofid and Vafai (2012) performed experimental studies on cyclic behavior ofcorrugated steel shear walls. The experiments were conducted to compare the stiffness, ductilityand energy dissipation capacity of three different steel shear walls with unstiffened sheathing,vertical corrugated sheathing, and horizontal corrugated sheathing. Their results revealed that theultimate strength of the unstiffened specimen was higher compared to the two corrugated3

specimens; though, the energy dissipation capacity, ductility, and the initial stiffness of thecorrugated specimens were reported 52%, 40%, and 20% larger in comparison to the unstiffenedspecimen.Overall, the studies on CFS shear walls with corrugated steel sheathing indicate highstrength and high initial stiffness but low ductility in comparison to all other shear wall systems.In 2013, Guowang Yu reported his research at University of North Texas aiming to improve theductility of CFS shear walls with corrugated steel sheathings (running horizontally). GuowangYu and Professor Cheng Yu proposed a method to create openings (perforation) on thecorrugated sheathing to improve the wall’s ductility and to control the failure mechanism andfailure locations on the shear wall. A total of 9 types of openings and patterns were introducedand tested in Yu’s research including: different diameter circular holes, different lengths ofhorizontal slits and vertical slits. Based on the results reported, Yu recommended furtherresearch on shear walls with 24 2 in. vertical slits and 24 3 in. vertical slits on corrugatedsheathings. Figure 1 and Figure 2 are taken from Yu (2013).4

Figure 1 - 24 2 in. vertical slitsFigure 2 - 24 3 in. vertical slitsPerforming full-scale shear wall tests are expensive, time consuming, labor intensive andeffected by human error. Developing a finite element model in ABAQUS allows researchers tostudy the performance of the new shear wall systems and to share findings with designers. Byimproving computational simulation capabilities, we can reduce the number of full-scale testsand increase the accuracy and efficiency of future designs.Finite element modeling of CFS shear walls has been a subject of study for researchers. Astudy on spring-element and frame-element based finite element model of CFS framed shearwalls with Oriented Strand Board (OSB) sheathing has been established by Bian (2015) tocapture both fastener-based and member-based limit states in shear walls. An extensive studywas completed by Hung Huy Ngo (2014) to develop a high fidelity computational model ofwood-sheathed CFS framed shear walls. Sufficient progress has been made on component to5

system-level simulations though previous computational modeling has been on OSB and flatsteel sheets without the introduction of perforations.The performance and failure of shear walls, particularly under seismic loading, is foundto be dominated by the sheathing connections. Up until recently, despite the importance of thesheathing connection failure mechanism, there has not been an element in ABAQUS whichcould fully simulate the connection behaviors of the CFS shear walls under lateral loading. In2015, Ding introduced a user element (UEL) that provides a nonlinear hysteretic model tosimulate CFS screw-fastened connections in ABAQUS and to make it applicable to shear wallnumerical analysis. FEM recommendations from earlier research may be applicable to the newtype of shear wall. This paper compiles all these establishments to achieve effective simulationsof CFS shear walls with perforated corrugated steel sheathing.6

CHAPTER 3TEST PROGRAMThe test program for this research was conducted from August 2014 to March 2016 in theStructural Laboratory at Discovery Park of the university in Denton, Texas. A total of 35 cyclictests and one monotonic test were included in the scope of this research. A total of 4 wallconfigurations and 6 slit patterns were designed as the tests were performed. In cases whichspecimens observed satisfactory performance, multiple tests were carried to validate test results.The objective of this section was to develop the optimal CFS shear wall configurationwith corrugated steel sheathings. These configurations consisted of: sheet out, sheet in, sheet intriple track, and sheet in with 300T. Also, the optimal slit configuration on the corrugatedsheathings, to increase the ductility of the shear walls, was a subject of interest. The slitconfigurations studied herein are: 24 2 in., 12 2 in. 3 rows, 12 2 in. 6 rows, 12 2 in. staggered,and 24 1in. vertical slits for 8 ft. by 4 ft. walls and 6 2 in. vertical slits for 8 ft. by 2 ft. walls.Other objective of this research was to investigate new sheathing-to-frame connection methodssuch as spot-welding. Details of all specimens and results are further discussed herein.3.1 Test SetupShear wall tests were conducted on a 16 ft. by 13.3 ft. high self-equilibrating steel testingframe located in the Structural Laboratory at the University of North Texas. The testing frame isequipped with a MTS 35 kip hydraulic actuator with a 10 in. stroke. A MTS 407 controller and a20-GPM MTS hydraulic power unit was used to drive the loading system. A 20 kipTRANSDUCER TECHNIQUES SWO universal compression/tension load cell was used to pinconnected the actuator shaft to the T-shape loading beam. A total of five NOVOTECHNIC7

position transducers were used to measure the horizontal displacement at the top of the shearwall, and to measure the vertical and horizontal displacements at the bottom of the two boundaryframe members. The data acquisition system consisted of a National Instruments unit and an HPCompaq desktop. The applied force and the five displacements were recorded instantaneouslyduring each test. Details of the testing frame and the location of the position transducers areshown in Figure 3.Figure 3 - Details of testing frame and position transducer locationsThe specimens were bolted to the base of the testing frame and loaded horizontally at thetop. The base beam is a 5 in. 5 in. ½ in. structural steel tube and is bolted to a W16 67structural steel beam which is anchored to the floor. One web of the base beam has cut outs inseveral locations to provide access of the anchor bolts connection hold-downs to the base beam.Figure 4 and Figure 5 demonstrate the testing frame with an 8 ft. 4 ft. shear wall installed.8

Figure 4 - Front view of testing frameFigure 5 - Back view of test setup9

The lateral loading was applied directly to the T-shaped load beam by the actuator. Theload beam was attached to the web of the top track using a pair of No. 12-14 1 ¼ in. hex headself-drilling screws every 3 in. on center so that a uniform linear racking force could betransmitted to the top track of the shear wall. The stem of the T-shape beam was placed in theg

shear wall system was the connection failure between the sheathing and the framing members. Also, most of the shear walls tested displayed local buckling of the chord framing members . Figure 43 - Hysteresis comparison: single over-lap vs. double over-lap ----- 38 Figure 44 - Hysteresis comparison: orig

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