Experimental Investigation on Strength and Stiffness Properties of Laminated Veneer Lumber (LVL)
Abstract
:1. Introduction
2. Material and Tests Overview
2.1. Material
2.2. Tests Overview
3. Methods
3.1. General
3.2. Compression Tests
3.3. Tension Tests
3.4. Shear Tests
3.5. Bending Tests
4. Results and Discussion
4.1. Compression Tests
4.2. Tension Tests
4.3. Shear Tests
4.4. Bending Tests
4.5. Summary of Strength and Stiffness Values
5. Conclusions
- In compression and tension tests, the longitudinal direction exhibits the highest strength and stiffness, followed by the tangential and radial directions.
- Stress–strain responses in compression differ among the three directions, with the longitudinal direction showing softening after reaching the peak, the tangential direction exhibiting hardening after the proportional limit, and the radial direction demonstrating significant deformation capacity and a hardening branch after the proportional limit.
- Tension tests shows a sharp transition in which the load starts to decrease, which happens when the fibers in the matrix of the specimen fail in tension; however, the failure in some cases is not sudden as the failure is not localized at a specific section but rather in an irregular pattern, and friction remains within the fractured veneers.
- Shear tests S-3 to S-6 exhibit a near-brittle post-peak response, marked by sudden load drops after reaching the peak. In contrast, shear tests S-1 and S-2 show a post-peak behavior with a gradual load decrease due to ongoing inter-layer friction.
- Bending tests reveal that failure occurs at the soffit. Gradual failure on a layer-by-layer basis is observed, with load drops occurring when the most stressed layers of the soffit fail. Ultimately, a final sudden load drop is associated with the fracture of the matrix.
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
Appendix A. Calculation Procedures of Strength and Stiffness Properties
Appendix A.1. Compression and Tension Tests
- 1.
- Using the test results, plot the load–deformation curve in the form shown in Figure A1b.
- 2.
- Calculate () and () and determine where these values intersect the load–deformation curve.
- 3.
- Through these two points, draw the straight line 1 as shown in Figure A1b.
- 4.
- Parallel to line 1, draw line 2 having its origin at load and at a distance from it equivalent to a deformation of as shown in Figure A1b, where is the initial height of the specimen.
- 5.
- Where line 2 intersects the curve of the test results is . If the value of as determined is within 5% of the initially value estimated in step 2, then that value may be used to determine the compressive strength; otherwise, repeat the procedure until a value of within that tolerance is obtained.
Appendix A.2. Shear Tests
Appendix A.3. Bending Tests
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Strength Property | Notation | From Figure 3 | Strength [MPa] | ||
---|---|---|---|---|---|
Mean * | 5th P * | CV * [%] | |||
Compression strength parallel to the grain, edgewise (in the longitudinal direction) | A | 40.41 | 36.11 | 3.91 | |
Compression strength perpendicular to the grain, edgewise (in the tangential direction) | B | 11.14 | 9.83 | 4.44 | |
Compression strength perpendicular to the grain, flatwise (in the radial direction) | C | 3.99 | 2.99 | 10.64 | |
Tension strength parallel to the grain, edgewise (in the longitudinal direction) | D | 37.76 | 34.10 | 4.11 | |
Tension strength perpendicular to the grain, edgewise (in the tangential direction) | E | 8.33 | 5.47 | 17.68 | |
Tension strength perpendicular to the grain, flatwise (in the radial direction) | F | 0.56 | 0.31 | 23.04 | |
Shear in the LR-plane with force in the longitudinal direction (edgewise shear parallel to the grain) | G | 4.98 | 4.40 | 3.79 | |
Shear in the LT-plane with force in the longitudinal direction (flatwise shear parallel to the grain) | H | 1.50 | 1.03 | 12.69 | |
Shear in the TL-plane with force in the tangential direction (flatwise shear perpendicular to the grain) | I | 1.01 | 0.89 | 4.57 | |
Shear in the TR-plane with force in the tangential direction (edgewise shear perpendicular to the grain) | J | 5.76 | 4.16 | 10.28 | |
Shear in the RT-plane with force in the radial direction (edgewise shear perpendicular to the grain) | K | 1.58 | 1.32 | 7.17 | |
Shear in the RL-plane with force in the radial direction (edgewise shear perpendicular to the grain) | L | 1.21 | 1.07 | 1.51 | |
Bending parallel to the grain in the longitudinal direction (flatwise bending parallel to the grain) | M | 49.01 | 40.82 | 6.16 | |
Bending perpendicular to the grain in the tangential direction (flatwise bending perpendicular to the grain) | N | 9.51 | 7.83 | 6.53 |
Stiffness Property | Notation | From Figure 3 | Stiffness [MPa] | ||
---|---|---|---|---|---|
Mean * | 5th P * | CV * [%] | |||
MoE in compression parallel to the grain, edgewise (in the longitudinal direction) | A | 7 917.08 | 7 626.51 | 17.29 | |
MoE in compression perpendicular to the grain, edgewise (in the tangential direction) | B | 1 764.47 | 1 737.85 | 4.44 | |
MoE in compression perpendicular to the grain, flatwise (in the radial direction) | C | 95.49 | 93.83 | 5.74 | |
MoE in tension parallel to the grain, edgewise (in the longitudinal direction) | D | 10 680.01 | 10 174.84 | 15.67 | |
MoE in tension perpendicular to the grain, edgewise (in the tangential direction) | E | 2 199.90 | 2 140.77 | 8.91 | |
MoE in tension perpendicular to the grain, flatwise (in the radial direction) | F | 92.05 | 84.30 | 27.88 | |
Shear modulus in the LR-plane with force in the longitudinal direction (edgewise shear parallel to the grain) | G | 582.82 | 573.59 | 5.25 | |
Shear modulus in the LT-plane with force in the longitudinal direction (flatwise shear parallel to the grain) | H | 123.26 | 119.48 | 9.23 | |
Shear modulus in the TL-plane with force in the tangential direction (flatwise shear perpendicular to the grain) | I | 34.27 | 33.75 | 4.86 | |
Shear modulus in the TR-plane with force in the tangential direction (edgewise shear perpendicular to the grain) | J | 765.22 | 691.18 | 25.87 | |
Shear modulus in the RT-plane with force in the radial direction (edgewise shear perpendicular to the grain) | K | 342.96 | 336.90 | 5.86 | |
Shear modulus in the RL-plane with force in the radial direction (edgewise shear perpendicular to the grain) | L | 49.09 | 44.99 | 7.90 | |
Global MoE in bending parallel to the grain in the longitudinal direction (flatwise bending parallel to the grain) | M | 10 193.74 | 10 003.05 | 1.84 | |
Global MoE in bending perpendicular to the grain in the tangential direction (flatwise bending perpendicular to the grain) | N | 2 004.94 | 1 944.65 | 8.04 |
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Romero, A.; Odenbreit, C. Experimental Investigation on Strength and Stiffness Properties of Laminated Veneer Lumber (LVL). Materials 2023, 16, 7194. https://doi.org/10.3390/ma16227194
Romero A, Odenbreit C. Experimental Investigation on Strength and Stiffness Properties of Laminated Veneer Lumber (LVL). Materials. 2023; 16(22):7194. https://doi.org/10.3390/ma16227194
Chicago/Turabian StyleRomero, Alfredo, and Christoph Odenbreit. 2023. "Experimental Investigation on Strength and Stiffness Properties of Laminated Veneer Lumber (LVL)" Materials 16, no. 22: 7194. https://doi.org/10.3390/ma16227194
APA StyleRomero, A., & Odenbreit, C. (2023). Experimental Investigation on Strength and Stiffness Properties of Laminated Veneer Lumber (LVL). Materials, 16(22), 7194. https://doi.org/10.3390/ma16227194