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1996 LRFD Manual for Engineered Wood Construction

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GUIDELINE<strong>LRFD</strong> MANUALTO <strong>LRFD</strong>FORFORENGINEEREDSTRUCTURALWOODCOMPOSITECONSTRUCTIONLUMBER 3Specification <strong>for</strong> Computing the Reference Resistance of<strong>Wood</strong>-Based Materials and Structural Connections <strong>for</strong>Load and Resistance Factor Design, are consistent withother standards in their use of reliability concepts only inthe background calculations. The design equations includethe end result of these calculations in the load factorsand the resistance factors.Nearly all of today’s (i.e., ASD) standard design <strong>for</strong>mulaeand adjustment factors are directly applicable <strong>for</strong>use in <strong>LRFD</strong>, leading to maximum consistency betweenthe familiar design concepts of Allowable Stress Designand the new <strong>LRFD</strong> procedures.Basic <strong>LRFD</strong> EquationsThe basic design equation <strong>for</strong> <strong>LRFD</strong>, as with all engineeringsafety checking equations, requires that thespecified product strength or resistance meet or exceedthe stress or other effect imposed by the specified loads.In ASD, the permissible stress levels are set very low andthe load magnitudes are set at once in a lifetime levels.This combination produces designs that maintain highsafety levels yet remain economically feasible. In <strong>LRFD</strong>the basic design equation follows a similar <strong>for</strong>mat, in whichthe factored resistance must be greater than or equal to thefactored load effects.From a user’s standpoint, the design process is similarto ASD. The most obvious difference between <strong>LRFD</strong>and ASD is that both the resistance and load effect valuesin <strong>LRFD</strong> will be numerically much higher than in ASD.The resistance values are higher because they are verynear test magnitudes rather than being reduced by a significantinternal safety factor.The load effects are higher because they are multipliedby load factors in the range of 1.2 to 1.6.1.1.2 Load Combinations and LoadFactorsThe load combination equations <strong>for</strong> use with <strong>LRFD</strong>are given in AF&PA/ASCE 16-95 Sec. 1.3.2:1.4 D (1.3-1)1.2 D + 1.6 L + 0.5 (L ror S or R) (1.3-2)1.2 D + 1.6 (L ror S or R) + (0.5 L or 0.8 W) (1.3-3)1.2 D + 1.3 W + 0.5 L + 0.5 (L ror S or R) (1.3-4)1.2 D + 1.0 E + 0.5 L + 0.2 S (1.3-5)0.9 D - (1.3 W or 1.0 E) (1.3-6)Refer to AF&PA/ASCE 16-95 and its commentary <strong>for</strong>additional details about application of these equations.The load factors in these equations are intended toprovide a consistent level of reliability across a range ofratios of the various load types.1.1.3 Resistance FactorsTo provide additional flexibility in achieving consistentreliability across a range of product applications,resistance factors are applied to the reference resistancevalues. Resistance factors (N) are always less than unity.The magnitude of a resistance factor represents the relativereduction required to achieve comparable reliabilitylevels.AF&PA/ASCE 16-95 provides the following resistancefactors <strong>for</strong> wood-based products and connections:Compression φ c= 0.90Flexure φ b= 0.85Stability φ s= 0.85Tension φ t= 0.80Shear/Torsion φ v= 0.75Connections φ z= 0.65These factors provide roughly equivalent reliabilityamong different stress modes <strong>for</strong> a given product type.1.1.4 Time Effect FactorsThe time effect factor (8) is the <strong>LRFD</strong>-equivalent ofthe load duration factor in Allowable Stress Design. Timeeffect factors are tabulated in Table 1.4-2 <strong>for</strong> each loadcombination equation. The factors were derived based onreliability analysis that considered variability in strengthproperties, stochastic load process modeling and cumulativedamage effects. Because reference strengths are basedon short-term test values, time effect factors equal unity<strong>for</strong> load combinations in which no cumulative damageoccurs. Time effect factors range in value from 1.25 <strong>for</strong> aload combination controlled by impact loading to 0.6 <strong>for</strong>a load combination controlled by permanent dead load.Examination of Table 1.4-2 from AF&PA/ASCE 16-95reveals that common building applications will likely bedesigned <strong>for</strong> time effect factors of 0.80 <strong>for</strong> gravity loaddesign (AF&PA/ASCE 16-95 Eq. 1.3-2 under occupancyfloor load and 1.3-3) and 1.0 <strong>for</strong> lateral load design(AF&PA/ASCE 16-95 Eq. 1.3-4, 1.3-5 and 1.3-6).1.1.5 Reference ConditionsReference conditions have been defined such that amajority of wood products used in interior or in protected1INTRODUCTIONAMERICAN FOREST & PAPER ASSOCIATION

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