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IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 1 
EXPERIMENTAL STUDY AND NUMERICAL BEHAVIOR OF SOLID WOOD AND GLUED WOOD IN REQUESTED MODE I: MOROCCAN WOOD CASE OF GROWN EUCALYPTI AND QUERCUS ILEX Abdelmajid Daya1, Abdelhadi Elhakimi2, Zitouni Azari3 1Laboratoire de Modélisation en Mécanique-Energétique et Systèmes Automatiques (LMMESA), Département de Physique, Faculté des Sciences et Techniques d’Errachidia, Université My Ismaïl, BP 509 Boutalamine, 52000 Errachidia, Maroc 2Département de Génie Mécanique, Faculté des Sciences et Techniques de Fès, Université Sidi Mohamed Ben Abdellah, BP 2202, Route Imouzzer, Fès, Maroc 3Laboratoire de Mécanique Biomécanique Polymère Structure (LaBPS), Ecole Nationale d’Ingénieur de Metz, Université Paul Verlaine Metz, 1 route d’Ars Laquenexy, 57078 Metz, France Abstract Fracture toughness G1c of solid wood and glued wood species of Grown Eucalypti and Quercus ilex was given via the compliance method of DCB specimen. The numerical values of fracture toughness determined by finite elements Castem 2000 and the analytical methods are compared with the experimental results. We finally propose an analysis with the stereomicroscope of the features and fracture surfaces. Keywords: Grown Eucalypti, Quercus ilex, solid wood, glued wood, fracture toughness, fracture topography 
--------------------------------------------------------------------***---------------------------------------------------------------------- 1. INTRODUCTION The wood of Grown Eucalypti and Quercus ilex has many defects, from a physical and mechanical point of view [1], which reduce his field of application in industry. The possibilities of transformation of the solid wood of these two species are particularly limited by the release of the growth stress during demolition, slicing, by the development of slits and the problems which occur during drying [2]. Many research showed it, in particular the study of the indicators of constraint of growth GSI [3] and technological characteristics of grown Eucalypti and Quercus ilex [4]. Work on the tenacity of the couples wood - adhesive [5, 6] showed that this one depends on the relationship between the elastic properties of the wood turpentine, and those of the pure adhesive. Duchanois [5] measured this quantity for several couples wood-adhesive. He notes that the tenacity of certain essences is weakened by the presence of the joint of adhesive (beech) and others reinforced by adhesive (fir tree). This article presents a contribution to the valorization of these two unstable wood species in order to bring technical elements in the joints adhesive and to lead to a better knowledge of the quality of sawn timber and glued wood. The essential goal is to improve and optimize its uses. 2. MATERIALS AND METHOD 2.1 Plant Material 
The plant material used includes three 45 years old trees of Eucalypti grown coming from Sidi Yahia Gharb 30 kms from the town of Kénitra, and three 85 years old trees of the Quercus ilex coming from Ain Kharzouza Azrou. The choice of the trees has been made in a simple and random way. The selected trees are of good strength, homogeneous and do not present any major defect. 
A series of 5 test-tubes DCB (Fig.1) by species and tree without defects was made at the laboratory of the Physical Tests and Mechanics of wood in Rabat starting from the boards which have a moisture of 12,5%. All the bonding is performed with adhesive polyurethane provided by company SEDEC in Temara. 
Fig-1: Geometrical characteristics of the DCB specimens.
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 2 
2.2 Principle of the Testing The tests were carried out on a tensile testing machine TIRA TEST 28300E12 with a capacity of 300 kN, controlled by a computer which records the curve load-displacement (Fig.2). The rate of travel of the cross-piece was fixed at 1mm/mn for the DCB specimens (solid wood and glued wood). 
Fig-2: Principle of testing DCB specimens 2.3 Observation of the Fracture Topography of Solid Wood and Glued Wood The observations of the fracture topographies were carried out using a stereomicroscope with an enlargement X 2.5 (Fig.3). This apparatus is an optical microscope designed for the visual examination, on the basis of more recent scientific and technical training intended for the photomicrography and videoscopy of microscopic objects. It presents an interfacing controlled by a software of ZEISS treatment. The face of the test-tube is subjected under the apparatus or a halogen lamp is lit, a series of acquisition of photo are caught on the computer 
Fig- 3: Observation of the fracture topography using a stereomicroscope. 
3. RESULTS 
3.1. Results of the Tests of Opening on Specimens DCB in Mode I 
3.1.1 Curve Charges – Displacement 
Fig.4 shows the general shape of the curve load- displacement obtained for specimens DCB out of solid wood and glued wood species of Grown Eucalypti and Quercus ilex. 
Fig- 4: Curve charges displacement for specimens DCB solid wood and glued wood The applied load increases gradually causing the propagation of the crack until the final crack of the specimens. The characteristics load-displacement presents elastic and non elastic ranges. We notice the absence of propagation of the crack before the peak of the load, and that the nonlinear behavior before the other peaks is due to a development of microscopic cracks. Reduction in rigidity, generated after each peak, is due to an increase of the length of the crack. 3.1.2. Curve of Compliance For each specimen DCB, we traced compliance according to the length of crack a. compliance C represents the slope of the curve load-displacement in its linear part:
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 3 
P 
C 
 
 
Where P is the load and δ the opening of the crack 
Fig.5 illustrates the evolution of compliance C according to 
the length of the crack, for solid wood and glued species of 
Grown Eucalypti and Quercus ilex. 
Fig-5: Curve of compliance of specimens DCB solid wood 
and glued wood 
Measured compliance, on glued wood, is similar to that 
measured for solid wood. We notice that the rigidity of the 
two essences decreases according to the length of the defect. 
The joint of polyurethane adhesive thus does not have any 
notable influence on the rigidity of the specimens. 
3.1.3. Fracture Toughness of Solid Wood and Glued 
Wood 
Fracture toughness G1c, in term of energy release rate of 
refund of energy represents energy necessary to create two 
surfaces of value bda, where B is the thickness and da the 
unit increment length of crack, is given by: 
a 
C 
b 
P 
G C  
 
 
2 
2 
1 
For the approximation of the curve of compliance according 
to the length of the crack, we chose a smoothing of the 
experimental points by using an exponential function, makes 
it possible to obtain the value of dC/da. 
Fig.6 shows that the fracture toughness of the solid wood of 
the two species is much higher than that of glued wood, and 
that the solid wood of Quercus ilex is tougher than the 
Grown Eucalyptus. This could be explained by the 
anatomical differences in these two leafy species, the age 
and the particular structure (tension wood), used adhesive 
and also by random ruptures in the adhesive or wood. 
Fig- 6: Fracture toughness according to the length of the 
crack of solid wood and glued wood 
The experimental results show that the values of G1c tenacity 
of sawn timber and glued wood of Grown Eucalypti and 
Quercus ilex species are independent from the length of the 
crack and it proves that fracture toughness G1c is a 
characteristic for good of studied materials 
3.2 Confrontation of Our Experimental Results 
with Other Methods. 
Fracture toughness can be given in several ways. In our 
study, we chose three other methods to compare them with 
the experimental compliance method 
 Method relating to standard ASTM D 3433-75 
 
 
 
 
  
h h 
a 
E b 
P 
G 
L 
ASTM C 
C 
4 3 1 
3 
2 
2 
2 
1
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 4 
 Specimen DCB considered as two fixed beams 
 
 
 
 
  
G h 
E 
h 
a 
E b 
P 
G 
LT 
L 
L 
ASTM C 
C 0.3 
4 3 
3 
2 
2 
2 
1 
With PC: Critical load applied to the system a: Initial length 
of the crack b: Thickness of the test-tube 
EL : longitudinal modulus of elasticity of inflection 
GLT : Modulus of rigidity corresponding to plan LT 
 Calculations by finite elements (Castem 2000 
The behaviour of solid wood and glued wood is orthotropic 
and the isotropic adhesive. 
Table-1: Rheological constants of the wood of grown 
Eucalypti and Quercus ilex (E and G in MPa) [1] 
Rheological 
constants 
Grown Eucalypti Quercus ilex 
ER 1680 2023 
ET 879 1296 
EL 14300 15100 
υRT 0,67 0,65 
υTR 0,36 0,42 
υLT 0,47 0,45 
υTL 0,03 0,04 
υRL 0,04 0,05 
υLR 0,38 0,40 
GTL 914 1080 
GRL 1215 1359 
GRT 312 460 
où: ER, ET, EL : Young moduli in the three directions R,T,L, 
GTL, GRL, GRT : Moduli of rigidity and TR, RL, TL : 
Poisson's ratios 
Table-2: Characteristics of the adhesive polyurethane [7] 
Polyurethane 
adhesive 
E 
(MPa) 
υ 
G 
(MPa) 
G1c 
(J/m2) 
2133 0,35 790 150 
In order to compare our analytical and experimental results 
of G1c, we modelled with two dimensions specimens DCB. 
3.3. Modeling 
At the beginning, we defined 
 The geometry solid wood of specimens DCB and 
glued wood 
 The type of elements: triangular elements with 6 
nodes (TRI6); 
 The behavior: wood orthotropic linear elastic 
material and the isotropic adhesive elastic material. 
 Boundary condition: specimen DCB is blocked 
according to Y, and the loading is applied in the 
holes. 
The result of the mesh, loading and deformation are 
presented in Fig.7a and Fig.7b. Procedure G-THETA allows 
us to calculate fracture toughness 
Fig- 7a: Mesh and loading of specimens DCB 
Fig- 7b: Deformation of specimens DCB 
Tables 3 and 4 gather the values of the average fracture 
toughness of the three trees of each species with their 
coefficient of variation, and of each tree of Grown Eucalypti 
and Quercus ilex out of solid wood and glued wood, 
compared with that determined by finite elements and the 
analytical methods. 
Table- 3: Comparisons of experimental fracture toughness, 
analytical and numerical. Average of the three trees and 
each tree of solid wood and the glued wood of Grown 
Eucalypti 
G1c (J/m2) N° of tree 
Solid 
wood 
(CV%) 
Glued wood 
(CV%) 
Experimental 
1 357 (6) 198 (11) 
2 339 (6) 253 (9) 
3 326 (6) 232 (8) 
Average 341 227 
Two fixed 
beams 
1 
337 (15) 232 (17) 
2 292 (28) 206 (32) 
3 314 (26) 224 (18) 
Average 314 221 
ASTM 
D3433-75 
1 306 (19) 210 (15) 
2 247 (23) 182 (38) 
3 274 (32) 196 (24) 
Average 276 196 
Castem2000 Average 339 224
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 5 
Table- 4: Comparisons of experimental fracture toughness, analytical and numerical. Average of the three trees and each tree of solid wood and the glued wood of Quercus ilex 
G1c (J/m2) 
N° of tree 
Solid wood (CV%) 
Glued wood (CV%) 
Experimental 
1 
454 (7) 
195 (7) 
2 
434 (8) 
158 (8) 
3 
433 (4) 
164 (8) 
Average 
433 
172 
Two fixed beams 
1 
472 (40) 
194(26) 
2 
399 (31) 
147 (16) 
3 
412 (36) 
164 (26) 
Average 
428 
168 
ASTM D3433-75 
1 
403 (42) 
168 (31) 
2 
344 (36) 
128 (15) 
3 
352 (36) 
140 (23) 
Average 
366 
145 
Castem2000 
Average 
435 
170 
We notice that experimental results that we have realized, are in concordance with those determined by the use of the code finite elements, however a significant difference with those obtained by the method of two fixed beams and by the method of ASTM D3433-75. 3.4. Results of Observation of the Fracture Topography 3.4.1. Crack Initiation of a Solid Wood In solid wood, the crack starts in the plan having less resistance. On the level of the bottom of notch, the crack starts on several levels. 
Fig- 8: Crack initiation of a solid wood of the specimens DCB (enlargement X 2.5) 
We distinguish one plan from rupture for the two species. A bottom of crack is less easy to observe for the Quercus ilex. The microscopic cracks are on the edges. Uniformity, the homogeneity and the longitudinal continuity of the elements on the rough surface indicate resistance met during the crack initiation 
3.4.2. Crack Initiation of Glued Wood. Two kinds of crack initiation are noticed for wood of grown eucalypti. The first is noticed in wood and the other in the joint of adhesive. The bottom of crack is disturbed by the presence of the adhesive. For the wood of Quercus ilex, starting is only observed on the joint of adhesive. We note that the penetration of the adhesive is more important for the wood of Grown Eucalypti 
Fig- 9: Crack initiation of glued wood of the specimens DCB (enlargement X 2.5) 3.4.3 Propagation of the Crack of Solid Wood At certain places of the rough surface, we do not visualize the band of woody ray but only their trace on the wood of the sub-base. The missing part is on the other face of the broken sample (Fig. 10). This shows two things: 1- First that the wall of the bands of woody rays remained intact, there is thus a rupture of an intercellular type. 2- Second, there was a transverse cutting of the cells and thus a rupture of the transcellular type. This rupture is accompanied by a local decoherence of the cells. 
Fig-10: Propagation of the crack of solid wood the specimens DCB (enlargement X 2.5)
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 6 
3.4.4. Propagation of the Crack of Glued Wood On sample DCB of the wood of Quercus ilex, the propagation of the crack always takes place in the joint of adhesive. The rupture is of the cohesive type. On the wood of Grown Eucalypti, the propagation of the crack is in both wood and adhesive. 
Fig-11: Propagation of the crack of glued wood the specimens DCB (enlargement X 2.5) 4. CONCLUSIONS Within the framework of the valorization of national wood, in particular nervous wood of Grown Eucalypti and Quercus ilex, we compared the failure stress and the fracture toughness of solid wood and glued wood. The fracture toughness of the solid wood and glued wood of Grown Eucalypti (G1c solid = 341 J/m2 and G1c glued = 227 J/m2) and Quercus ilex (G1c solid = 433 J/m2 and G1c glued = 172 J/m2) is realized by the compliance method. The fracture toughness measured by the experimental method, is very close to that deduced by calculation with the finite elements, slightly higher than that calculated by other methods of two fixed beams and by the method of ASTM D3433-75. The analysis of the fracture topographies by the stereomicroscope revealed, that in solid wood, the crack starts in the plan having less resistance whereas in glued wood, it starts in the joint of adhesive for the Quercus ilex, and at the same time in the adhesive and wood for the Grown Eucalyptus. During the propagation of the crack, the types of rupture observed in solid wood are intercellular and transcellular, whereas in glued wood, they are always adhesive for the Quercus ilex and alternatively in wood and the adhesive for the Grown Eucalypti. The adhesive bonded joint can be a solution for these two nervous leafy trees considered difficult. These two essences considerably occupy an interest of establishment in Morocco and enter a policy of valorization (average rigidity) to minimize the importation of the wood from the outside such as the silver fir usually used in industry of glued - laminated. 
REFERENCES 
[1]. Daya A., Chergui M, Famiri A., Jodin P., Azari Z., Elghorba,. Etude comparative de quelques propriétés physiques et mécaniques des bois d’eucalyptus grandis et de chêne vert. 7ème Congrès de Mécanique, Casablanca, Maroc. 19-22 avril 2005. [2]. Jullien, D., Famiri, A., Gril, J., Laghdir, A., Observation of log-end cracks caused by growth stress in Eucalyptus, pp. 483-486, 3rd Plant Biomechanics Conference, Badenweiler (Freiburg), Germany,27.8-2.9.00, Thieme-Verlag (pub.), 2000 [3]. Daya. A., Azari Z., Study of growth stress and resistance of the cracking of the wood of Grown Eucalypti and Quercus Ilex. International Journal of Engineering Research & Technology (IJERT), Vol. 3 Issue 5, pp, 117- 121, May - 2014 [4]. Daya. A., Famiri A., Azari Z., Contribution to the valorization of moroccan wood in industry of laminated wood: case of Grown Eucalypti and Quercus ilex. International Journal of Research in Engineering and Technology (IJERT), Vol. 3 Issue 5, pp, 398-402, May - 2014 [5]. Duchanois G., Measure of tenacity and study of the mechanical behaviour of joints wood - glue. Thése, INPL. 1984 [6]. Haller P., Jodin P., Pluvinage G., Numerical simulation of assemblage glued together wooden by finished elements. Industrial Applications. Magazine of Optimization of Structures and Computer-Aided Design, pp, 121-138. 1987 [7]. JERONE M G., An improved method for fracture cleavage testing of adhesively-bonded wood Masters of Sciences, Blacksburg, Virginia, 2001

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Ijret 110307001

  • 1. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 1 EXPERIMENTAL STUDY AND NUMERICAL BEHAVIOR OF SOLID WOOD AND GLUED WOOD IN REQUESTED MODE I: MOROCCAN WOOD CASE OF GROWN EUCALYPTI AND QUERCUS ILEX Abdelmajid Daya1, Abdelhadi Elhakimi2, Zitouni Azari3 1Laboratoire de Modélisation en Mécanique-Energétique et Systèmes Automatiques (LMMESA), Département de Physique, Faculté des Sciences et Techniques d’Errachidia, Université My Ismaïl, BP 509 Boutalamine, 52000 Errachidia, Maroc 2Département de Génie Mécanique, Faculté des Sciences et Techniques de Fès, Université Sidi Mohamed Ben Abdellah, BP 2202, Route Imouzzer, Fès, Maroc 3Laboratoire de Mécanique Biomécanique Polymère Structure (LaBPS), Ecole Nationale d’Ingénieur de Metz, Université Paul Verlaine Metz, 1 route d’Ars Laquenexy, 57078 Metz, France Abstract Fracture toughness G1c of solid wood and glued wood species of Grown Eucalypti and Quercus ilex was given via the compliance method of DCB specimen. The numerical values of fracture toughness determined by finite elements Castem 2000 and the analytical methods are compared with the experimental results. We finally propose an analysis with the stereomicroscope of the features and fracture surfaces. Keywords: Grown Eucalypti, Quercus ilex, solid wood, glued wood, fracture toughness, fracture topography --------------------------------------------------------------------***---------------------------------------------------------------------- 1. INTRODUCTION The wood of Grown Eucalypti and Quercus ilex has many defects, from a physical and mechanical point of view [1], which reduce his field of application in industry. The possibilities of transformation of the solid wood of these two species are particularly limited by the release of the growth stress during demolition, slicing, by the development of slits and the problems which occur during drying [2]. Many research showed it, in particular the study of the indicators of constraint of growth GSI [3] and technological characteristics of grown Eucalypti and Quercus ilex [4]. Work on the tenacity of the couples wood - adhesive [5, 6] showed that this one depends on the relationship between the elastic properties of the wood turpentine, and those of the pure adhesive. Duchanois [5] measured this quantity for several couples wood-adhesive. He notes that the tenacity of certain essences is weakened by the presence of the joint of adhesive (beech) and others reinforced by adhesive (fir tree). This article presents a contribution to the valorization of these two unstable wood species in order to bring technical elements in the joints adhesive and to lead to a better knowledge of the quality of sawn timber and glued wood. The essential goal is to improve and optimize its uses. 2. MATERIALS AND METHOD 2.1 Plant Material The plant material used includes three 45 years old trees of Eucalypti grown coming from Sidi Yahia Gharb 30 kms from the town of Kénitra, and three 85 years old trees of the Quercus ilex coming from Ain Kharzouza Azrou. The choice of the trees has been made in a simple and random way. The selected trees are of good strength, homogeneous and do not present any major defect. A series of 5 test-tubes DCB (Fig.1) by species and tree without defects was made at the laboratory of the Physical Tests and Mechanics of wood in Rabat starting from the boards which have a moisture of 12,5%. All the bonding is performed with adhesive polyurethane provided by company SEDEC in Temara. Fig-1: Geometrical characteristics of the DCB specimens.
  • 2. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 2 2.2 Principle of the Testing The tests were carried out on a tensile testing machine TIRA TEST 28300E12 with a capacity of 300 kN, controlled by a computer which records the curve load-displacement (Fig.2). The rate of travel of the cross-piece was fixed at 1mm/mn for the DCB specimens (solid wood and glued wood). Fig-2: Principle of testing DCB specimens 2.3 Observation of the Fracture Topography of Solid Wood and Glued Wood The observations of the fracture topographies were carried out using a stereomicroscope with an enlargement X 2.5 (Fig.3). This apparatus is an optical microscope designed for the visual examination, on the basis of more recent scientific and technical training intended for the photomicrography and videoscopy of microscopic objects. It presents an interfacing controlled by a software of ZEISS treatment. The face of the test-tube is subjected under the apparatus or a halogen lamp is lit, a series of acquisition of photo are caught on the computer Fig- 3: Observation of the fracture topography using a stereomicroscope. 3. RESULTS 3.1. Results of the Tests of Opening on Specimens DCB in Mode I 3.1.1 Curve Charges – Displacement Fig.4 shows the general shape of the curve load- displacement obtained for specimens DCB out of solid wood and glued wood species of Grown Eucalypti and Quercus ilex. Fig- 4: Curve charges displacement for specimens DCB solid wood and glued wood The applied load increases gradually causing the propagation of the crack until the final crack of the specimens. The characteristics load-displacement presents elastic and non elastic ranges. We notice the absence of propagation of the crack before the peak of the load, and that the nonlinear behavior before the other peaks is due to a development of microscopic cracks. Reduction in rigidity, generated after each peak, is due to an increase of the length of the crack. 3.1.2. Curve of Compliance For each specimen DCB, we traced compliance according to the length of crack a. compliance C represents the slope of the curve load-displacement in its linear part:
  • 3. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 3 P C   Where P is the load and δ the opening of the crack Fig.5 illustrates the evolution of compliance C according to the length of the crack, for solid wood and glued species of Grown Eucalypti and Quercus ilex. Fig-5: Curve of compliance of specimens DCB solid wood and glued wood Measured compliance, on glued wood, is similar to that measured for solid wood. We notice that the rigidity of the two essences decreases according to the length of the defect. The joint of polyurethane adhesive thus does not have any notable influence on the rigidity of the specimens. 3.1.3. Fracture Toughness of Solid Wood and Glued Wood Fracture toughness G1c, in term of energy release rate of refund of energy represents energy necessary to create two surfaces of value bda, where B is the thickness and da the unit increment length of crack, is given by: a C b P G C    2 2 1 For the approximation of the curve of compliance according to the length of the crack, we chose a smoothing of the experimental points by using an exponential function, makes it possible to obtain the value of dC/da. Fig.6 shows that the fracture toughness of the solid wood of the two species is much higher than that of glued wood, and that the solid wood of Quercus ilex is tougher than the Grown Eucalyptus. This could be explained by the anatomical differences in these two leafy species, the age and the particular structure (tension wood), used adhesive and also by random ruptures in the adhesive or wood. Fig- 6: Fracture toughness according to the length of the crack of solid wood and glued wood The experimental results show that the values of G1c tenacity of sawn timber and glued wood of Grown Eucalypti and Quercus ilex species are independent from the length of the crack and it proves that fracture toughness G1c is a characteristic for good of studied materials 3.2 Confrontation of Our Experimental Results with Other Methods. Fracture toughness can be given in several ways. In our study, we chose three other methods to compare them with the experimental compliance method  Method relating to standard ASTM D 3433-75       h h a E b P G L ASTM C C 4 3 1 3 2 2 2 1
  • 4. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 4  Specimen DCB considered as two fixed beams       G h E h a E b P G LT L L ASTM C C 0.3 4 3 3 2 2 2 1 With PC: Critical load applied to the system a: Initial length of the crack b: Thickness of the test-tube EL : longitudinal modulus of elasticity of inflection GLT : Modulus of rigidity corresponding to plan LT  Calculations by finite elements (Castem 2000 The behaviour of solid wood and glued wood is orthotropic and the isotropic adhesive. Table-1: Rheological constants of the wood of grown Eucalypti and Quercus ilex (E and G in MPa) [1] Rheological constants Grown Eucalypti Quercus ilex ER 1680 2023 ET 879 1296 EL 14300 15100 υRT 0,67 0,65 υTR 0,36 0,42 υLT 0,47 0,45 υTL 0,03 0,04 υRL 0,04 0,05 υLR 0,38 0,40 GTL 914 1080 GRL 1215 1359 GRT 312 460 où: ER, ET, EL : Young moduli in the three directions R,T,L, GTL, GRL, GRT : Moduli of rigidity and TR, RL, TL : Poisson's ratios Table-2: Characteristics of the adhesive polyurethane [7] Polyurethane adhesive E (MPa) υ G (MPa) G1c (J/m2) 2133 0,35 790 150 In order to compare our analytical and experimental results of G1c, we modelled with two dimensions specimens DCB. 3.3. Modeling At the beginning, we defined  The geometry solid wood of specimens DCB and glued wood  The type of elements: triangular elements with 6 nodes (TRI6);  The behavior: wood orthotropic linear elastic material and the isotropic adhesive elastic material.  Boundary condition: specimen DCB is blocked according to Y, and the loading is applied in the holes. The result of the mesh, loading and deformation are presented in Fig.7a and Fig.7b. Procedure G-THETA allows us to calculate fracture toughness Fig- 7a: Mesh and loading of specimens DCB Fig- 7b: Deformation of specimens DCB Tables 3 and 4 gather the values of the average fracture toughness of the three trees of each species with their coefficient of variation, and of each tree of Grown Eucalypti and Quercus ilex out of solid wood and glued wood, compared with that determined by finite elements and the analytical methods. Table- 3: Comparisons of experimental fracture toughness, analytical and numerical. Average of the three trees and each tree of solid wood and the glued wood of Grown Eucalypti G1c (J/m2) N° of tree Solid wood (CV%) Glued wood (CV%) Experimental 1 357 (6) 198 (11) 2 339 (6) 253 (9) 3 326 (6) 232 (8) Average 341 227 Two fixed beams 1 337 (15) 232 (17) 2 292 (28) 206 (32) 3 314 (26) 224 (18) Average 314 221 ASTM D3433-75 1 306 (19) 210 (15) 2 247 (23) 182 (38) 3 274 (32) 196 (24) Average 276 196 Castem2000 Average 339 224
  • 5. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 5 Table- 4: Comparisons of experimental fracture toughness, analytical and numerical. Average of the three trees and each tree of solid wood and the glued wood of Quercus ilex G1c (J/m2) N° of tree Solid wood (CV%) Glued wood (CV%) Experimental 1 454 (7) 195 (7) 2 434 (8) 158 (8) 3 433 (4) 164 (8) Average 433 172 Two fixed beams 1 472 (40) 194(26) 2 399 (31) 147 (16) 3 412 (36) 164 (26) Average 428 168 ASTM D3433-75 1 403 (42) 168 (31) 2 344 (36) 128 (15) 3 352 (36) 140 (23) Average 366 145 Castem2000 Average 435 170 We notice that experimental results that we have realized, are in concordance with those determined by the use of the code finite elements, however a significant difference with those obtained by the method of two fixed beams and by the method of ASTM D3433-75. 3.4. Results of Observation of the Fracture Topography 3.4.1. Crack Initiation of a Solid Wood In solid wood, the crack starts in the plan having less resistance. On the level of the bottom of notch, the crack starts on several levels. Fig- 8: Crack initiation of a solid wood of the specimens DCB (enlargement X 2.5) We distinguish one plan from rupture for the two species. A bottom of crack is less easy to observe for the Quercus ilex. The microscopic cracks are on the edges. Uniformity, the homogeneity and the longitudinal continuity of the elements on the rough surface indicate resistance met during the crack initiation 3.4.2. Crack Initiation of Glued Wood. Two kinds of crack initiation are noticed for wood of grown eucalypti. The first is noticed in wood and the other in the joint of adhesive. The bottom of crack is disturbed by the presence of the adhesive. For the wood of Quercus ilex, starting is only observed on the joint of adhesive. We note that the penetration of the adhesive is more important for the wood of Grown Eucalypti Fig- 9: Crack initiation of glued wood of the specimens DCB (enlargement X 2.5) 3.4.3 Propagation of the Crack of Solid Wood At certain places of the rough surface, we do not visualize the band of woody ray but only their trace on the wood of the sub-base. The missing part is on the other face of the broken sample (Fig. 10). This shows two things: 1- First that the wall of the bands of woody rays remained intact, there is thus a rupture of an intercellular type. 2- Second, there was a transverse cutting of the cells and thus a rupture of the transcellular type. This rupture is accompanied by a local decoherence of the cells. Fig-10: Propagation of the crack of solid wood the specimens DCB (enlargement X 2.5)
  • 6. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 07 | Jul-2014, Available @ http://www.ijret.org 6 3.4.4. Propagation of the Crack of Glued Wood On sample DCB of the wood of Quercus ilex, the propagation of the crack always takes place in the joint of adhesive. The rupture is of the cohesive type. On the wood of Grown Eucalypti, the propagation of the crack is in both wood and adhesive. Fig-11: Propagation of the crack of glued wood the specimens DCB (enlargement X 2.5) 4. CONCLUSIONS Within the framework of the valorization of national wood, in particular nervous wood of Grown Eucalypti and Quercus ilex, we compared the failure stress and the fracture toughness of solid wood and glued wood. The fracture toughness of the solid wood and glued wood of Grown Eucalypti (G1c solid = 341 J/m2 and G1c glued = 227 J/m2) and Quercus ilex (G1c solid = 433 J/m2 and G1c glued = 172 J/m2) is realized by the compliance method. The fracture toughness measured by the experimental method, is very close to that deduced by calculation with the finite elements, slightly higher than that calculated by other methods of two fixed beams and by the method of ASTM D3433-75. The analysis of the fracture topographies by the stereomicroscope revealed, that in solid wood, the crack starts in the plan having less resistance whereas in glued wood, it starts in the joint of adhesive for the Quercus ilex, and at the same time in the adhesive and wood for the Grown Eucalyptus. During the propagation of the crack, the types of rupture observed in solid wood are intercellular and transcellular, whereas in glued wood, they are always adhesive for the Quercus ilex and alternatively in wood and the adhesive for the Grown Eucalypti. The adhesive bonded joint can be a solution for these two nervous leafy trees considered difficult. These two essences considerably occupy an interest of establishment in Morocco and enter a policy of valorization (average rigidity) to minimize the importation of the wood from the outside such as the silver fir usually used in industry of glued - laminated. REFERENCES [1]. Daya A., Chergui M, Famiri A., Jodin P., Azari Z., Elghorba,. Etude comparative de quelques propriétés physiques et mécaniques des bois d’eucalyptus grandis et de chêne vert. 7ème Congrès de Mécanique, Casablanca, Maroc. 19-22 avril 2005. [2]. Jullien, D., Famiri, A., Gril, J., Laghdir, A., Observation of log-end cracks caused by growth stress in Eucalyptus, pp. 483-486, 3rd Plant Biomechanics Conference, Badenweiler (Freiburg), Germany,27.8-2.9.00, Thieme-Verlag (pub.), 2000 [3]. Daya. A., Azari Z., Study of growth stress and resistance of the cracking of the wood of Grown Eucalypti and Quercus Ilex. International Journal of Engineering Research & Technology (IJERT), Vol. 3 Issue 5, pp, 117- 121, May - 2014 [4]. Daya. A., Famiri A., Azari Z., Contribution to the valorization of moroccan wood in industry of laminated wood: case of Grown Eucalypti and Quercus ilex. International Journal of Research in Engineering and Technology (IJERT), Vol. 3 Issue 5, pp, 398-402, May - 2014 [5]. Duchanois G., Measure of tenacity and study of the mechanical behaviour of joints wood - glue. Thése, INPL. 1984 [6]. Haller P., Jodin P., Pluvinage G., Numerical simulation of assemblage glued together wooden by finished elements. Industrial Applications. Magazine of Optimization of Structures and Computer-Aided Design, pp, 121-138. 1987 [7]. JERONE M G., An improved method for fracture cleavage testing of adhesively-bonded wood Masters of Sciences, Blacksburg, Virginia, 2001