© 2011 bentley systems, incorporated rakesh pathak, ph.d., software research engineer sources of...

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© 2011 Bentley Systems, Incorporated Rakesh Pathak, Ph.D., Rakesh Pathak, Ph.D., Software Research Engineer Software Research Engineer SOURCES OF NONLINEAR SOURCES OF NONLINEAR DEFORMATIONS IN LIGHT FRAME DEFORMATIONS IN LIGHT FRAME WOOD SHEAR WALLS WOOD SHEAR WALLS

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Page 1: © 2011 Bentley Systems, Incorporated Rakesh Pathak, Ph.D., Software Research Engineer SOURCES OF NONLINEAR DEFORMATIONS IN LIGHT FRAME WOOD SHEAR WALLS

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Rakesh Pathak, Ph.D.,Rakesh Pathak, Ph.D.,Software Research EngineerSoftware Research Engineer

SOURCES OF NONLINEAR SOURCES OF NONLINEAR DEFORMATIONS IN LIGHT FRAME WOOD DEFORMATIONS IN LIGHT FRAME WOOD SHEAR WALLSSHEAR WALLS

Page 2: © 2011 Bentley Systems, Incorporated Rakesh Pathak, Ph.D., Software Research Engineer SOURCES OF NONLINEAR DEFORMATIONS IN LIGHT FRAME WOOD SHEAR WALLS

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Physical DescriptionSimplified Deflection FormulaAnalytical ModelRevisiting basics of Virtual WorkParametric StudySummary and Conclusions

PRESENTATION OUTLINE

Page 3: © 2011 Bentley Systems, Incorporated Rakesh Pathak, Ph.D., Software Research Engineer SOURCES OF NONLINEAR DEFORMATIONS IN LIGHT FRAME WOOD SHEAR WALLS

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SHEAR WALL: DESCRIPTION

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SHEAR WALL: DEFLECTION FORMULA

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FINITE ELEMENT MODELING

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FINITE ELEMENT MODELING: NAIL PROPERTY

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• Virtual work is defined as the “work done by either virtual forces acting through real displacement or by real forces acting through virtual displacement”

VIRTUAL WORK: LINEAR APPLICATION

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VIRTUAL WORK: NONLINEAR APPLICATION

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• 8 ft x 8 ft

• Nail Type

• Nail Spacing

• Panels

• Frames

• 36 combinations

PARAMETRIC STUDY: DESCRIPTION

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PARAMETRIC STUDY: NONLINEAR VIRTUAL WORK VERIFICATION

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PARAMETRIC STUDY: FRAME CONTRIBUTION

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PARAMETRIC STUDY: PANEL CONTRIBUTION

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PARAMETRIC STUDY: NAIL CONTRIBUTION

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PARAMETRIC STUDY: TOTAL DEFLECTION

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• This paper presents nonlinear virtual work application study for the first time.

• Displacement contribution from framing elements is found to be nonlinear and not linear as specified in IBC.

• Displacement contribution from panels elements matches well with IBC.

• Displacement contribution from nails between finite element model and IBC. are found to be very different.

• Nails in finite element models were observed to carry more load compared to IBC specified Table.

SUMMARY AND CONCLUSIONS

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• IBC inelastic drift is found to be conservative for all the models when compared with Finite Element results.

• The parametric study shows some differences between IBC and finite element results

• Wood Diaphragm flexibility calculation may get affected in certain scenarios but further study is needed as similar differences there may offset the error in flexibility calculations.

SUMMARY AND CONCLUSIONS