In-Plane Shear Performance of Wood-Framed Drywall Sheathing Wall Systems under Cyclic Racking Loading

Abstract

A pilot study was conducted at Penn State University to determine whether the type of drywall joint compound would influence the shear strength of wood-frame stud walls sheathed with Gypsum Wall Board (GWB or drywall). In this study, five 2438 mm by 2438 mm specimens were tested under in-plane cyclic racking loading following the CUREE loading protocol for light-frame wall systems. Three specimens were finished using non-cement based joint compound while the other two used cement based joint compound. Based on the experimental testing of the specimens, the results show that the use of cement based joint compound on drywall joints produces higher shear capacity for the wall system as compared to similar specimens finished with conventional non-cement based joint compound. The result of the study is particularly important for high seismic regions where interior stud walls in residential construction effectively take part in seismic resistance even though wood shear walls are normally used on exterior walls.

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Memari, A. and Solnosky, R. (2014) In-Plane Shear Performance of Wood-Framed Drywall Sheathing Wall Systems under Cyclic Racking Loading. Open Journal of Civil Engineering, 4, 54-70. doi: 10.4236/ojce.2014.41006.

1. Introduction

Past earthquakes, such as the Loma Prieta Earthquake (1989) for example, have demonstrated the vulnerability of light-frame construction in residential and commercial buildings. In light-frame construction, wood stud walls with drywall on both sides are commonly used in residential construction as interior walls/partitions. As such, they are considered “nonstructural” if they are not designed to carry no lateral load. The cost of repair to nonstructural building components after an earthquake can be extensive and was estimated that about 50% of the total $18.5 billion in damages to buildings during the Northridge Earthquake (1994) was in this classification [1] . Following the Northridge Earthquake, extensive studies have been undertaken to develop a better understanding of wood-frame construction. Although the contribution of such interior walls is usually not considered in design, nonetheless they do participate in lateral load resistance, as evidenced by damage to interior drywall in past earthquakes [2] [3] .

If used as exterior shear walls (to resist wind and seismic loads), they are normally sheathed with plywood or oriented strand board (OSB) on the exterior and drywall on the interior. In either application, drywall joint compound is used with joint tape (paper or mesh) to cover the drywall joints. Although partitions and interior lightframe walls without plywood or OSB are not generally considered to be shear walls, the effective in-plane shear capacity of these walls can help the building perform better under wind and earthquake induced lateral loads as they can provide a source of reserve capacity. A detailed literature search has revealed limited studies are available when looking at interior wood shears walls with gypsum wall board (GWB) sheathing and even fewer are available for reinforced joints between sheathing panels. More on drywall sheathing wall systems are discussed in the next sections. Of the research conducted to date, many studies on residential walls have been conducted looking at steel and wood studs, different sheathing (e.g. drywall, OSB, plywood), connection and attachment mechanisms, and testing protocols. These studies provided insight into the benefits of drywall based shear walls used in residential construction. Additionally, through the literature review, prior work has indicated the advantages and disadvantages of each. One area was deemed worthy for future testing based on their results, joint compounds and joint finishes. More information into the prior is discussed in the next section.

To expand upon existing knowledge, this study looked at ways to reinforce drywall joints to provide additional shear strength to the system. In particular, a joint compound with cement in its mix could have a larger contribution compared to conventional joint compounds without any cement in their mixes. CTS Cement Manufacturing Company was interested to test this hypothesis through a pilot study. For this purpose, it was decided to test wood-frame wall specimens to compare the difference in shear capacity of specimens finished with Rapid Set OnePass joint compound (cement based) and those finished with conventional joint compound available in local hardware stores. The research undertaken in this study has addressed only the interior walls, meaning stud walls sheathed with drywall on both sides under cyclic loading.

Presented in this paper, the research results will help better document the in-plane shear performance of wood-stud interior walls with cement based joint compounds. These results may help acknowledge that interior walls can be considered to provide some additional overstrength capacity to the lateral force resisting systems such as shear walls and diaphragms.

2. Literature Background

Many studies have been conducted looking at residential construction related to shear walls either being wood framed or through steel studs. Materials acting as sheathing are equally varied. For wood based sheathing, Serrette et al. [4] compared the effect of various sheathing (including OSB and plywood) on wall behavior specifically looking at shear. Chen et al. [5] tested steel stud shear walls sheathed with wood structural panels. Their study looked at effect of screw spacing around the perimeter, type of wood structural sheathing, aspect ratio, and loading protocol type. Karacabeyli and Ceccotti [6] was one of the first to mix OSB and GWB on the same specimen. Uang and Gatto [7] and Hart et al. [8] looked into external wood shear walls with stucco finishes for the sheathing contribution. Uang and Gatto [7] further looked into mixing OSB and stucco and OSB and GWB in combinations. The results from these studies imply that having OSB and adding GWB or stucco on top will increase the shear capacity by up to 25%. Hart et al. [9] looked into the performance of wood shear walls with GWB that had openings. Their study also started to look develop parameters to be used in performance-based design applications.

Studies by Wolfe [10] , Zacher and Gray [16] , Skaggs and Rose [11] , McMullin and Merrick [12] , Arnold et al. [13] , and Lee et al. [14] to name a few have shown that shear walls of various configurations of GWB sheathed with one or two sides has shown enhanced performance in one or more areas (e.g. ductility, stiffness, strength) depending on the configuration(s). Van de Lindt [15] also looked at the affects the assemblies, particularly on the corners where two walls meet.

Notable results from these studies include Wolfe’s [10] study where the capacity of wood frame shear walls with structural wood panels on the exterior side and GWB on the interior side was evaluated. One conclusion of the study was that 4 ft × 8 ft sheathing panels oriented horizontally will result in larger lateral load capacity of the wall compared with vertical orientation of the sheathing panels. Another conclusion was that GWB can provide additional lateral load capacity to shear walls. Serrette et al. [4] reported that GWB did not contribute significantly to the strength of the shear wall when OSB or plywood sheathing is used on the other side. Zacher and Gray [16] concluded that under cyclic loading conditions, GWB has little contribution to energy dissipation because of the crushing of the plaster in the GWB as the connectors press against the holes during racking movement. Karacabeyli and Ceccotti [6] concluded that using GWB on one side of shear walls increases the lateral load capacity, but not necessarily the ductility. Skaggs and Rose [11] concluded that GWB enhances the wall stiffness but does not increase lateral load capacity under racking movement. Between these studies and others, their results indicate a better understanding of such GWB based shear walls on the following issues:

• Contribution of GWB to overall shear capacity of the wall;

• Effect of various types of sheathing materials;

• Effect of connector spacing;

• Effect of aspect ratio;

• Effect of hold-down;

• Effect of monotonic loading vs. cyclic loading;

• Modes of failure.

Expanding upon the modes of failure observed in GWB applications, common failures can include: drywall cracking and breakage, drywall screw bending, and drywall screw head pull-out (separation from drywall but still attached to studs). These failure modes will be examined within this study.

Similar testing to wood stud GWB sheathed walls have been conducted with metal studs (steel stud shear walls) with GWB sheathing. Serrette el al. [4] , NAHB Research Center [17] , SEAOC [18] , Bersofsky [19] and Chen et al. [5] have conducted prominent studies. NAHB Research Center [17] conducted tests with long steel stud shear walls with openings with OSB on the exterior side and GWB on the interior side. Observed in these tests where more common screw pull out through the drywall and weak-axis bending of studs. The SEAOC study [18] identified that under a cyclic loading protocol, walls with 2 in. screw spacing around the perimeter gave superior strength and stiffness characteristics compared to 6 in. spacing. In summary, these studies have looked at similar issues and behavior mechanisms as those studied on the wood shear walls previously listed.

In comparing the performances between wood and steel stud, Memari et al. [20] did such a study but also looked at the effect of finishing GWB panel joints (horizontal joints between drywall panels) with tape and joint compound. They concluded that the use of drywall joint compound can enhance the shear strength of light-frame walls. In fact, the finished wood-stud wall strength was 55% higher compared to unfinished surface specimens and the steel-stud specimens showed about a 45% increase in strength over specimens without surface finish. The study presented herein will look to expand the study by Memari et al. [20] by looking more closely at wood shear walls with different joint finishes.

Prior to widespread use of cyclic loading, many wall tests were carried out using static monotonic loading. These monotonic testing procedures have long been standardized as ASTM E72 [21] and ASTM E564 [22] . Both methods of loading have been used to test wood-frame shear walls. One of the basic differences between the two standards is the mechanism of hold-down. ASTM E72 prescribes the use of tie-rods as the hold-down mechanism, while ASTM E564 uses devices or connectors that attach the frame bottom to the supporting base. The rationale for using tie-rods is to eliminate uplift in order to evaluate the shear capacity of the sheathing material for any given nail or screw spacing. ASTM E72’s usage of tie-rods is clear and unique while ASTM E564 is non-specific may lead to the use of different hold-down devices.

While monotonic loading has its place, it is known that capacity degrades under back and forth movements such as earthquake loading. Based on this knowledge, cyclic loading protocols have been evolving to create a more realistic seismic loading condition for laboratory testing of light-frame structures. The loading rate is small enough to consider these protocols as “static” or “quasi-static”, while having complete reversal of load in a cyclic manner. Several cyclic loading protocols have been suggested over the years including Sequential Phased Displacement Protocol (SEAOSC-SPD) [18] , ASTM E2126 “Standard Test Methods for Cyclic (Reversed) Load Test for Shear Resistance of Walls for Buildings” [23] , and Consortium of Universities for Research in Earthquake Engineering (CUREE) [24] .

Several methods have common features such as increasing amplitudes of reversed cyclic loading up to a certain maximum load or displacement level, constant amplitude cycles (or stabilization cycles) at certain amplitude levels, and perhaps some amplitude decay (or degradation cycles). The various protocols differ in several aspects including the number of cycles of increasing amplitudes to reach a certain amplitude for constant amplitude interval (if any), number of cycles during the constant amplitude interval, number of cycles for the amplitude decay interval, target maximum amplitude, and loading rate. In general, these protocols rely on a target displacement, which is defined as the yield displacement. However, wood-frame shear walls do not have a well-defined yield point. Another drawback of some of these protocols has been that the number of cycles significantly exceeds what is usually experienced in earthquakes. A study by Gatto and Uang [25] compared the different testing procedures with the same specimens, they found that the results indicate that loading sequence has a significant influence on the shear wall with regards to the overall performance and just the shear capacity. Protocols with a large number of cycles (SPD) tended to produce nail fatigue fractures, which were not nearly as prevalent in protocols with lower numbers of cycles (CUREE) yet the initial stiffness of the specimens was relatively unaffected by the loading protocol used.

As such, different protocol was developed through the CUREE-Caltech wood-frame project [24] . In the formulation of this protocol, the number of cycles are fewer than some other methods and are more consistent with what is expected in real California design earthquakes. Furthermore, the potential for cumulative damage in the wood frame has been considered. This protocol, shown in Figure 1, uses an estimated target displacement obtained from a monotonic test to determine the amplitudes of the cyclic loading. From the monotonic loading test, the load at 80% of peak load on the descending curve (degradation) defines a displacement, 60% of which is assumed to be the drift that corresponds to the peak load and is the reference displacement for the cyclic loading protocol. This loading protocol has been successfully used by researchers studying light-frame construction such as the work by Bersofsky [19] and McMullin and Merrick [12] .

The necessary number of tests will depend on the desirable parameter variation. According to ASTM E 2126, a minimum of two tests are needed for each type of specimen configuration, and a third test will be needed if the first two tests do not agree (e.g., capacity) within 10%. For statistical purposes, it is preferred to have at least three specimens tested. The cyclic loading test protocol will also require a static monotonic loading test carried out before the cyclic loading test in order to determine target load and displacement values to be used in the cyclic loading. This would mean that four specimens will be required for testing each type of wall configuration (three cyclic and one monotonic).

3. Experimental Program

The experimental testing program of this study constructed and tested five specimens total with and without joint finish to determine the effect of joint compound on the shear strength of the wall panel. Three parts encompass the testing program, 1) the specimen construction, 2) the testing protocol, and 3) the testing facility and data acquisition system. The following sections describe each in detail.

Figure 1. CUREE loading protocol showing cycle number versus target displacement.

3.1. Wall Specimen Construction

Each specimen had overall dimensions of 2438 mm by 2438 mm (8 ft by 8 ft). The wood stud framing was initially constructed on work benches using conventional 51 mm by 102 mm (2 in. × 4 in.) nominal No. 2 sprucepine-fir studs. Mechanical properties for the fasteners are listed in Table 1 and joint compound properties are listed in Table 2. Each frame consisted of seven studs, one bottom plate, and a double top plate. The two 51 mm by 102 mm (2 in. × 4 in.) double plates (Figure 2(d)) were attached to each other using 10 d common nails at 610 mm (24 in.) on center. The studs were connected to top and bottom plates using two 16 d common nails driven at an angle at each end. The wood-frame was then sheathed with two 13 mm (in.) thick 1219 mm by 2438 mm (4 ft × 8 ft) drywall sheets on each side oriented horizontally to create a horizontal joint at mid-height of the panels.

The sheathing-to-framing connections for wood stud wall systems were chosen based on International Residential Code [26] specifications in order to build the specimens as close to conventional construction as possible. The drywall was attached to the framing using No. 8, 31.8 mm (1.25 in) coarse-threaded drywall screws at 101 mm (4 in.) o.c. for the perimeter and 203 mm (8 in.) o.c. for interior studs. Figures 2(a)-(c) show the construction of the specimens and the finishing of the joints. Figure 2(e) shows a finished specimen for testing. The finish material consisted of CTS Cement’s Rapid Set OnePass joint compound and UGL 222 joint compound. The former was applied to the drywall by a CTS representative, while the latter was applied by a professional drywall installer. The applied areas were sanded after the joint compound had sufficiently dried (Figure 2(c)).

The process to construct the specimens followed traditional methods for fabricating wall panels as well as the application of the drywall followed traditional practices. This process is as follows for the wall construction and joint finishing [7] [15] :

1) Top and bottom plates are cut to length and in the case of the top plate; the two boards were nailed together.

2) Studs are cut to length, spaced per requirements, and then nailed to the top and bottom plates.

3) Drywall is attached to studs by screws on each face of sheathing.

4) The first coat of joint compound consists of a fiberglass reinforcing tape embedded in joint compound and centered over the seam.

5) Once the first coat is dry and lightly sanded, a second coat fills the remainder of the beveled depression between drywall panels.

6) The third coat is applied after the second coat is dry and sanded.

7) A final sanding is conducted to smooth any remaining roughness on the surface once thoroughly dried.

Overall, five specimens were tested, two with the Rapid Set OnePass and three with the UGL joint compound.

Table 1. Fastener properties.

Table 2. Joint compound properties.

1Note: UGL 222 compressive strength was not tested or available from the manufacturer. The listed strength is from a competitor (SHEETROCK MH Brand Setting-Type Joint Compound) with a similar mix.

(a)(b)(c)(d)(e)

Figure 2. Construction and specimen details. (a) Attachment of sheathing; (b) Application of joint compound; (c) Finishing of joint compound; (d) Top and bottom plate; (e) Finished specimen.

Because Rapid Set OnePass joint compound is normally applied in one coat, it was of interest to evaluate the performance of a wall specimen with one coat after 24 hours of cure time (RPDST24HR1C) and another specimen with one coat after seven days of curing (RPDST7D1C). For the UGL compound, although it is normally applied in two coats, for comparison purposes, it was decided to evaluate the performance of three specimens as follows: one specimen finished with one coat and cured for 24 hours (UGL24HR1C), one specimen finished with one coat but cured for seven days (UGL7D1C), and finally one specimen finished with two coats and cured for seven days (UGL7D2C).

3.2. Testing Protocol

The testing protocol for this study followed that suggested in AETM E72, with the exception of the CUREE protocol, a slight variation in the test setup (different from ASTM E 2126). Instead of a Sequential Phased Displacement (SPD) Loading Procedure that is recommended in ASTM E 2126, the more recently developed CUREE Caltech Loading Protocol [24] was used as discussed previously. The displacement amplitudes applied (listed in Table 3) for racking tests were obtained from the results of the monotonic test on unfinished woodframe specimen from the previous study [27] . Additionally, a fewer number of specimens than that recommended in E 2126 were used. The displacement-controlled amplitudes of the displacement peaks for each cycle are shown in Figure 1. These points were controlled by the reference displacement Δ, which was estimated from the monotonic load test [27] , where the displacement Δm corresponding to 80% maximum load strength, or 0.8Fu. Then 60% of Δm was used as this reference displacement Δ.

3.3. Testing Facility Description

To conduct specimen testing of walls under cyclic loading, a horizontal testing frame (shown in Figure 3) located at the time in the Penn State’s Agricultural and Biological Engineering (ABE) laboratory was used. The test frame lies horizontally on the laboratory floor such that a wall specimen would be placed flat on the support frame. The flat floor supported the structural steel frame which was fabricated from wide-flange steel beams

(a)(b)(c)(d)(e)

Figure 3. Facility layout and details. (a) Testing machine schematic layout; (b) Testing frame with specimen installed; (c) Roller support; (d) Actuator jack with load cell; (e) End condition for tie rods.

framed together using 25.4 mm (1 in) diameter bolts to form a rectangular frame with multiple diagonal members (Figure 3(a)). The W 12 × 50 beams on the perimeter were laid with their webs parallel to the floor, while the W 8 × 24 diagonal beams were laid with one flange on the floor. The specimen actually slides over rollers (Figure 3(c)). The load was applied to the specimen using a pair of 178-kN capacity bottleneck jacks (ATD- 737120-Ton Air Hydraulic Bottle).

Each loading jack had a stroke capacity of 89 mm (3.5 in) and was equipped with a load cell to measure the applied load to the wall specimen (Figure 3(d)). Tie-rods were used as pairs on either side of the specimen. The bottom of the wall specimen was attached to the support steel plates, which also provided the support for tierods (Figure 3(e)).

The parameters of interest that were measured during the tests included: the load exerted by the jack and specimen displacements at several points. A total of eight channels of data acquisition were employed. Loads were determined through the attached load cell while horizontal and vertical displacements were measured using a series of potentiometers. The schematic representation of the Data Acquisition Points can be seen in Figure 4. Horizontal displacements (lateral drift) were at the top of the wall, vertical displacement (uplift movement) were at tie-rod locations, slip of the wall was at the base, and wall diagonal length change (shear deformation of the wall panel) was across the specimen (shown in Figures 5(a)-(c)). Potentiometers had a movement range up to 203 mm (8 in).

4. Test Results

The objective of this study was to evaluate the performance of the tested specimens under an in-plane cyclic racking load protocol to determine if Rapid Set OnePass joint compound could provide higher shear capacity to light-frame walls compared to conventional non-cement based compounds. For each tested specimen, load-displacement plots were developed using the load data recorded by load cells and the displacements recorded by potentiometers. Hysteresis curves were then plotted for a selective number of primary cycles. The envelope curve generated by connecting peak points of primary cycles was also plotted.

Table 3. Displacement control cyclic loading protocol.

Conflicts of Interest

The authors declare no conflicts of interest.

References

[1] Kircher, C.A. (2003) It Makes Dollars and Sense to Improve Nonstructural System Performance. Proceedings of ATC 29-2 Seminar of Seismic Design, Performance and Retrofit of Nonstructural Components in Critical Facilities, Newport Beach, 109-120.
[2] Earthquake Engineering Research Institute (1990) Loma Prieta Earthquake Reconnaissance Report. Earthquake Spectra, 6, 43-48.
[3] Earthquake Engineering Research Institute (1995) Northridge Earthquake Reconnaissance Report. Earthquake Spectra, 2, 1-104.
[4] Serrette, R.L., Encalada, J., JuadinesM. and Nguyen, H. (1997) Static Racking Behavior of Plywood, OSB, Gypsum, and Fiberboard Walls with Metal Framing. Journal of Structural Engineering, 123, 1079-1086.
http://dx.doi.org/10.1061/(ASCE)0733-9445(1997)123:8(1079)
[5] Chen, C.Y., Boudreault, F.A., Branston, A.E. and Rogers, C.A. (2006) Behavior of Light-Gage Steel-Framed Wood Structural Panel Shear Walls. Canadian Journal of Civil Engineering, 33, 573-587. http://dx.doi.org/10.1139/l06-015
[6] Karacabeyli, E. and Ceccotti, A. (1999) Nailed Wood-Frame Shear Walls for Seismic Loads: Test Results and Design Considerations. Proceedings, Structural Engineering World Wide, Paper Reference T207-6, 1-9.
[7] Uang, C. and Gatto, K. (2003) Effects of Finish Materials and Dynamic Loading on the Cyclic Response of Woodframe Shearwalls. Journal of Structural Engineering, 129, 1394-1402.
http://dx.doi.org/10.1061/(ASCE)0733-9445(2003)129:10(1394)
[8] Hart, G.C., Jain, A., Dumortier, A., Simsir, C. and Barnes, M.S. (2012) Start of Structural Damage in Stucco Walls. The Structural Design of Tall and Special Buildings, 21, 16-27.
http://dx.doi.org/10.1002/tal.595
[9] Hart, G.C., Hortacsu, A., Simsir, C. and Jain, A. (2010) Performance of Drywall Shear Walls: UC Irvine and CSU San Jose Tests. The Structural Design of Tall and Special Buildings, 19, 309-345.
[10] Wolfe, R.W. (1983) Contribution of Gypsum Wallboard to Racking Resistance of Light-Frame Walls. Forest Products Laboratory Research Paper FPL439, US Department of Agriculture, Madison.
[11] Skaggs, T.D. and Rose, J.D. (1998) Cyclic Load Testing of Wood Structural Panel Shear Walls. Proceedings, Structural Engineering World Wide, 1-10.
[12] McMullin, K.M. and Merrick, D. (2002) Seismic Performance of Gypsum Walls: Experimental Test Program, CUREE-Caltech Wood-Frame Project. Consortium of Universities for Research in Earthquake Engineering, Richmond.
[13] Arnold, A.E., Uang, C.M. and Filiatrault, A. (2003) Cyclic Behavior and Repair of Stucco and Gypsum Woodframe Walls: Phase I. Consortium of Universities for Research in Earthquake Engineering, Richmond.
[14] Lee, T., Kato, M., Matsumiya, T., Suita, K.N. and Nakashima, M. (2007) Seismic Performance Evaluation of NonStructural Components: Drywall Partitions. Earthquake Engineering & Structural Dynamics, 36, 367-382.
[15] van de Lindt, J.W. (2008) Experimental Investigation of the Effect of Multiple Earthquakes on Woodframe Structural Integrity. Practice Periodical on Structural Design and Construction, 13, 111-117.
http://dx.doi.org/10.1061/(ASCE)1084-0680(2008)13:3(111)
[16] Zacher, E.G. and Gray, R.G.(1985) Dynamic Tests of Wood Framed Shear Walls. Proceedings of the SEAOC 57th Annual Convention, Structural Engineers Association of California, San Francisco, 41-61.
[17] NAHB (1997) Monotonic Test of Cold-Formed Steel Shear Walls with Openings. NAHB Research Center, Inc., The American Iron and Steel Institute, Washington DC.
[18] SEAOSC (1997) Standard Method of Cyclic Reverse Load Tests for Shear Resistance of Framed Walls for Buildings. Structural Engineers Association of Southern California, Whittier.
[19] Bersofsky, A.M. (2004) A Seismic Performance Evaluation of Gypsum Wallboard Partitions. M.S. Thesis, University of California, San Diego.
[20] Memari, A.M., Kasal, B., Manbeck, H.B. and Adams, A.R. (2009) Lateral Load Resistance Evaluation of Wood- and Steel-Stud Partition Shear Walls. Journal of Architectural Engineering, 15, 122-130.
http://dx.doi.org/10.1061/(ASCE)1076-0431(2009)15:4(122)
[21] ASTM (1998) Standard Test Methods of Conduction Strength Tests of Panels for Building Construction. ASTM E72-98, West Conshohocken.
[22] ASTM (2000) Standard Practice for Static Load Test for Shear Resistance of Framed Walls for Buildings. ASTM E564-00, West Conshohocken.
[23] ASTM (2002) Standard Test Method for Cyclic (Reversed) Load Test for Shear Resistance of Walls for Buildings. ASTM E 2126-02a, West Conshohocken.
[24] Krawinkler, H., Parisi, F., Ibarra, L., Ayoub, A. and Medina, R. (2002) Development of a Testing Protocol for Wood Frame Structures. CUREE—Caltech Woodframe Project, Consortium of Universities for Research in Earthquake Engineering, Richmond.
[25] Gatto, K. and Uang, C. (2003) Effects of Loading Protocol on the Cyclic Response of Woodframe Shearwalls. Journal of Structural Engineering, 129, 1384-1393.
http://dx.doi.org/10.1061/(ASCE)0733-9445(2003)129:10(1384)
[26] International Code Council (2006) International Residential Code for One- and Two-Family Dwellings. International Code Council, Inc., Falls Church.
[27] Memari, A.M., Kasal, B., Adams, A.R. and Manbeck, H.B. (2008) Comparison of In-plane Lateral Load Resistance of Interior Steel Stud and Wood Stud Light-Frame Walls. Proceedings of the ASCE Structures Congress 2008, 24-26 April 2008, Vancouver, 1-10.

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