session 21 ic2011 kukay

29
The Residual Strength of Fire Damaged Dimensional Lumber Direct Non-Destructive In-Situ Brian Kukay Anthony Laslovich Charles Todd

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Page 1: Session 21 ic2011 kukay

The Residual Strength ofFire Damaged Dimensional

Lumber

Direct Non-Destructive In-Situ

Brian KukayAnthony Laslovich

Charles Todd

Page 2: Session 21 ic2011 kukay

BackgroundBackground……..

1.1. Practical Approach to Practical Approach to Assessing Fire Damage Assessing Fire Damage

2. Contained Fires, 2. Contained Fires, Varying Degrees of Degradation

3. Quantify Change in Residual Flexural Properties

Page 3: Session 21 ic2011 kukay

In accordance with the N. A. H. B. :In accordance with the N. A. H. B. :1.1. Removal of small samples for mechanical Removal of small samples for mechanical

testingtesting2.2. Screw Withdrawal TestsScrew Withdrawal Tests3. Chemical Analysis4. Spectral Analysis5. Proof Loading

IntroductionIntroduction……. .

Page 4: Session 21 ic2011 kukay

In accordance with the N. A. H. B. :In accordance with the N. A. H. B. :1.1. Removal of small samples for mechanical Removal of small samples for mechanical

testingtesting2.2. Screw Withdrawal TestsScrew Withdrawal Tests3. Chemical Analysis4. Spectral Analysis5. Proof Loading

IntroductionIntroduction……. .

Page 5: Session 21 ic2011 kukay

In accordance with the N. A. H. B. :In accordance with the N. A. H. B. :1. Removal of small samples for mechanical

testing2. Screw Withdrawal Tests3. Chemical Analysis4. Spectral Analysis5. Proof Loading

IntroductionIntroduction……. .

Page 6: Session 21 ic2011 kukay

In accordance with the N. A. H. B. :In accordance with the N. A. H. B. :1. Removal of small samples for mechanical

testing2. Screw Withdrawal Tests3. Chemical Analysis4. Spectral Analysis5. Proof Loading

IntroductionIntroduction……. .

Page 7: Session 21 ic2011 kukay

“…“…Proof loading may be used, Proof loading may be used, which will permit the nonwhich will permit the non--destructive determination of destructive determination of individual members without individual members without testing the total sample to testing the total sample to destruction (ASTM D 4761destruction (ASTM D 4761--05).05).””

Introduction……..

Page 8: Session 21 ic2011 kukay

MaterialsMaterials……. .

Page 9: Session 21 ic2011 kukay

MaterialsMaterials……. .

M.S.R.L.M.S.R.L.2400 fb2400 fb2E6 E2E6 E

Page 10: Session 21 ic2011 kukay

ProcedureProcedure……. .

Page 11: Session 21 ic2011 kukay

ProcedureProcedure……. .

Page 12: Session 21 ic2011 kukay

FireFire--Damage Designated GroupsDamage Designated Groups

Page 13: Session 21 ic2011 kukay

Timber vs. Dimensional Lumber BehaviorChar RateCore TempReduced Cross Section

FireFire--Damage Designated GroupsDamage Designated Groups

Page 14: Session 21 ic2011 kukay

FireFire--Damage Designated GroupsDamage Designated Groups

Page 15: Session 21 ic2011 kukay

1.1. LogLog2. Fire-

Damage3. Re-log4. Test

FireFire--Damage Designated GroupsDamage Designated Groups

Page 16: Session 21 ic2011 kukay

ProcedureProcedure……. .

Page 17: Session 21 ic2011 kukay

ProcedureProcedure……. .

Page 18: Session 21 ic2011 kukay

ResultsResults……. .

Page 19: Session 21 ic2011 kukay

ResultsResults……. .

Page 20: Session 21 ic2011 kukay

Results….

Page 21: Session 21 ic2011 kukay

Results predicting EResults predicting EfDfD……. .

Page 22: Session 21 ic2011 kukay

Results predicting EResults predicting EfDfD……. .

Page 23: Session 21 ic2011 kukay

EfD = – 3243439 + 655810 (A2) + 633237 (Ad) + 0.88672 (EfPLND)P-values (0.0113) (0.0083) (<0.0001)

Example:EfD = – 3243439 + 655810 (4.32 in2) + 633237 (0.38 in2) + 0.88672 (1,841912 psi) = 1,462,721 psi

Measured: 1,450,801 psi

Results Differ by 1%

Results predicting EResults predicting EfDfD……. .

Page 24: Session 21 ic2011 kukay

Results predicting MORResults predicting MORDD……. .

Page 25: Session 21 ic2011 kukay

Results predicting MORResults predicting MORDD……. .

Page 26: Session 21 ic2011 kukay

MORD = – 2823.50 – 8031.57 (A2) + 10043 (I2) – 35056 (SGD)P-values (0.1901) (0.0938) (0.0149)

– 599.43 (SOG) + 0.00417(EfPLND) (0.1354) (0.0003)

Results predicting MORResults predicting MORDD……. .

Page 27: Session 21 ic2011 kukay

Example:

MORD = – 2823.50 – 8031.57 (4.32 in.) + 10043 (3.80 in4) – 35056 (.08)

– 599.43 (1.19) + 0.00417 (1,841,912 psi)

= 4,806 psi

Measured = 4,448 psi

Results Differ by 7%

Results predicting MORResults predicting MORDD……. .

Page 28: Session 21 ic2011 kukay

Conclusions….

The mean EfD and MOR from are 1,333,215 psi and 5,840 psi.

Statistically significant results obtained for:EfD via proof loading MOR via proof loading

Cold strength/stiffness values approximate fire damaged specimen w/ additional 7/16 in depth-wise reduction beyond reduced dimension.

Post-fire investigators directly quantifying Δ flexural properties of members expected to remain in service

Page 29: Session 21 ic2011 kukay

Thank You….Special Thanks to:Special Thanks to:

National Forest Products LaboratoryNational Forest Products LaboratoryNational Committee on Timber BridgesNational Committee on Timber Bridges