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The Residual Strength of
 Fire Damaged Dimensional
          Lumber

Direct   Non-Destructive      In-Situ


            Brian Kukay
          Anthony Laslovich
            Charles Todd
Background….
1. Practical Approach to
   Assessing Fire Damage

2. Contained Fires, Varying
   Degrees of Degradation

3. Quantify Change in Residual
   Flexural Properties
Introduction….
In accordance with the N. A. H. B. :
1. Removal of small samples for mechanical
    testing
2. Screw Withdrawal Tests
3. Chemical Analysis
4. Spectral Analysis
5. Proof Loading
Introduction….
In accordance with the N. A. H. B. :
1. Removal of small samples for mechanical
    testing
2. Screw Withdrawal Tests
3. Chemical Analysis
4. Spectral Analysis
5. Proof Loading
Introduction….
In accordance with the N. A. H. B. :
1. Removal of small samples for mechanical
    testing
2. Screw Withdrawal Tests
3. Chemical Analysis
4. Spectral Analysis
5. Proof Loading
Introduction….
In accordance with the N. A. H. B. :
1. Removal of small samples for mechanical
    testing
2. Screw Withdrawal Tests
3. Chemical Analysis
4. Spectral Analysis
5. Proof Loading
Introduction….
“…Proof loading may be used,
 which will permit the non-
 destructive determination of
 individual members without
 testing the total sample to
 destruction (ASTM D 4761-05).”
Materials….
Materials….

 M.S.R.L.
 2400 fb
 2E6 E
Procedure….
Procedure….
Fire-Damage Designated Groups
Fire-Damage Designated Groups

Timber vs. Dimensional Lumber Behavior
Char Rate
Core Temp
Reduced Cross Section
Fire-Damage Designated Groups
Fire-Damage Designated Groups

                      1. Log
                      2. Fire-
                         Damage
                      3. Re-log
                      4. Test
Procedure….
Procedure….
Results….
Results….
Results….
Results predicting EfD….
Results predicting EfD….
Results predicting EfD….
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 MORD….
Results predicting MORD….
Results predicting MORD….
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 MORD….
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%
Conclusions….
                                     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

The mean EfD and MOR from are 1,333,215 psi and 5,840 psi.
Thank You….
Special Thanks to:

National Forest Products Laboratory
National Committee on Timber Bridges

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