eduzhai > Physical Sciences > Materials Sciences >

Pull out strength evaluation of 45 ° bonded reinforcement in CCA treated lemon umbrella log

  • sky
  • (0) Download
  • 20211030
  • Save
https://www.eduzhai.net International Journal of Materials Engineering 2017, 7(2): 25-32 DOI: 10.5923/j.ijme.20170702.02 Pull out Strength Evaluation of Steel Bars Bonded-in to 45° in Round Timbers of Corymbia citriodora Treated with CCA Julio César Pigozzo1, Felipe Nascimento Arroyo2, André Luis Christoforo2,*, Carlito Calil Junior3, Francisco Antonio Rocco Lahr3 1Department of Civil Engineering, Technology Center, State University of Maringá (UEM), Maringá, Brazil 2Centre for Innovation and Technology in Composites - CITeC, Department of Civil Engineering (DECiv), Federal University of São Carlos, São Carlos, Brazil 3Department of Structural Engineering, University of São Paulo, São Carlos School of Engineering (EESC/USP), São Carlos, Brazil Abstract With the possibility of developing simple connections, of easy execution, strong and durable, the bonded-in steel bars with structural resins have started being applied to different situations, such as shear connectors in mixed wood-concrete structures. These connectors, when steel bars are inclined in relation to the grain, may work under axial forces transmitting more stiffness and strength to the connection. In this research, the pull out strength of bonded-in steel bars was evaluated, bent 45° in relation to wood grain, using epoxy resin Sikadur- 32 Fluid. In random sample of round pieces of Eucalyptus citriodora (Corymbia citriodora), CCA treated, with six replications in each observation, and considering the variability of the parameters: natural wood mechanical properties; apparent density; bar diameters; adherence surface and the moisture content. Steel bars used were highly resistant ones (CA-50), with threaded surface solicited by axial force, under monotonic loadings, with two consecutive load cycles. From the analysis of variance (ANOVA), the increase in the moisture content promoted reductions in the values of the compressive strength. The estimate of the pullout strength by the multivariable regression model, the moisture content was considered not significant, increases in the area of anchoring strengths implied significant increases in anchorage strength values, and the interaction between the factors (anchoring area and moisture content) promoted reductions in the anchor strength values of the steel bars. Keywords Glued steel bars, Round timber, Anchorage strength, Shear connections, Epoxy resin 1. Introduction The wood is a material of natural and renewable source, and has good relation between strength and density [1-8]. The natural round wood is an excellent solution because it does not require wood processing [8-14], commonly used in structural projects, such as bridges, in which concrete can also be used in conjunction with wood [15], consisting of steel bars and resins as the joining elements between wood and concrete materials. The use of steel bars bonded to timber structures began with the need to fix screws in certain positions, subject to axial, lateral actions or combinations of both. Such connections are recommended for their excellent performance, simplicity, economy and pleasing aesthetics. The use of bonded steel bars in holes with larger diameters * Corresponding author: alchristoforo@gmail.com (André Luis Christoforo) Published online at https://www.eduzhai.net Copyright © 2017 Scientific & Academic Publishing. All Rights Reserved represents an innovative and improved method of connections, being an important aspect of wood engineering techniques for connections using adhesives [16]. Steel bars anchoring with epoxy resins are economical and reliable, when well designed and executed. Although they have been used for over 20 years in some Scandinavian countries and Germany, performance requirements and design regulations differ among them [17]. The study of steel bars bonded as shear connectors in mixed structures of wood and concrete, until then, has been poorly developed. In Brazil, there are few published studies on mixed structures of wood and concrete, most of them using connectors such as nails, screws or bolts, perpendicular to the interface of the two materials. [18] notes the advantages of the "X" arrangement relative to the perpendicular position, in which connectors are stressed axially, presenting stiffness of two to ten times greater compared to the perpendicular connectors, depending on the diameter in question. Glued bars are often used in Europe as connecting elements. This practice has been more directed to the 26 Julio César Pigozzo et al.: Pull out Strength Evaluation of Steel Bars Bonded-in to 45° in Round Timbers of Corymbia citriodora Treated with CCA insertion of steel bars bonded parallel to grain in top links, between structural pieces or columns fixation in concrete bases, being reported as connection systems of excellent behavior. In the bending elements, steel bars are glued with the greatest possible spacing from the center of gravity of the section, to maximize the bending capability. However, this positioning transfers force as a membrane connection, concentrating high stresses on small external sections of the piece of wood. In general, the cross section capacity is not fully utilized [19]. Variations in the position of bonded steel bars, initially surveyed by [19] apud [20] at the Tsniisk Institute in Moscow, showed excellent results. The glued steel bars inclined to grain in timber pieces are more efficient because: are able to transmit forces in their directions to the limit of the capacity of the steel; forward efforts to a larger region of wood pieces, allowing better stress distribution; are less vulnerable to cracking of wood in the bonding area; increase shear strength of wood; and presents excellent group behavior (all bars work simultaneously, allowing a high strength and stiffness bond). [21] presented studies about connectors formed by steel bars bonded to the wood with epoxy and polyurethane resins, with slopes of 30; 45; 60; and 90° related to grain of Norway Spruce (Picea abies). They used high strength steel bars with threaded surface, required for tension and compression. They presented load diagrams versus displacements, evidencing the high stiffness, high strength and uniformity of behavior of these connections. They also presented a calculation model that allows evaluating the strength of a connection formed by several steel bars glued with different inclinations, from the knowledge of the anchoring strength of the individual bars. in the positioning and the way to fix the steel plate that joins the outer ends of these bars. He suggests the connection, called "R", with parallel bars glued at 30º and pre-welded to the steel plate before being inserted into the holes with glue, according to Figure 1, differing from the Russian technique that suggests the welding of the steel plate after anchorage. [22] repeated the design information for sizing the connections suggested by [21], presenting small changes, where the inlay strength was only considered in the calculation for the compressed bars. They also presented fire resistance test results with different protections. [23] presented new test results on structural elements with connections made of bonded steel bars, comparing the experimental results with those predicted in the design suggested by [22]. It confirmed that it is an efficient and reliable ways of constructing timber structures with high magnitude stresses. The dimensions of the steel bars, the bonding area of the steel bar with the wood, the wood specie, the moisture content of the wood and the orientation of the steel bars in relation to the wood are configured as variables that can affect in the values of the strength of the steel bar connections [24]. In this research, steel bars, bonded with epoxy resin, inclined at 45º in relation to grain studied, using round beams of Eucalyptus citriodora (Corymbia citriodora), in order to obtain "X" shear connectors type, as joint elements for mixed structures of wood and concrete. Considering that, in the elastic phase, the steel bars bonded present the same anchoring strengths when pulled or compressed, it is expected to reach a numerical model to obtain the mean strength of the “X” connections, based on the sum of the tangential strength components of the isolated bars. 2. Material and Methods From a sample of Corymbia citriodora round wood beams, CCA treated, six air seasoned and six saturated pieces were obtained, with diameters about 20 cm. From each beam, a specimen was obtained with eight bonded steel bars, according to Figure 2. Air seasoned beams were numbered as: (a) V9, V10, V11, V12, V13, V14; and saturated beams as: V1, V2, V3, V4, V5, V6. (b) Figure 1. Connections with glued inclined bars - Russian connection (a). [20] proposition (b) [22] presented partial results of a study of connectors with Figure 2. Specimen with glued steel bars at 45º, in CCA treated Corymbia glued steel bars using epoxy adhesive, proposing a variation citriodora beam International Journal of Materials Engineering 2017, 7(2): 25-32 27 From each of the 12 beams used (V1-V5; V9-V14) a sample was extracted for the compression test parallel to the grain (fc0) and also for the determination of the values of the wood density. The analysis of variance (ANOVA), at the 5% level of significance (α), was used to evaluate the influence of the moisture content (air seasoned woods [V9-V14] and saturated woods [V1-V5]) in the strength in parallel compression to the grain (fc0). In each specimen, steel bars were anchored with four diameters: 6.3; 8.0; 10.0; and 12.5 mm, with different lengths of anchors, forming three groups of anchorage areas: Aa4, Aa6, Aa10 (Table 1). Mean values of anchoring surfaces of the CA-50 steel bars, according to Equation 1, obtained by [25], were considered. From Equation 1, Aa is the mean of the anchoring surface per unit length of anchorage (cm²/cm) and d is the nominal diameter of the steel bar (cm). Aa = 0,365∙d – 0,295 (1) Table 1. Experimental planning Beam Aa4-d1 Aa4-d2 Aa4-d3 Aa6-d2 Aa6-d3 Aa6-d4 Aa10-d3 Aa10-d4 d (mm) 6.3 8.0 1.0 8.0 10.0 12.5 10.0 12.5 la (cm) 9.4 7.1 5.8 10.9 8.9 6.7 12.4 9.4 Aa (cm²) 18.89 18.82 18.90 28.89 29.01 29.01 40.42 40.70 D (mm) 9.0 10.5 13.0 10.5 13.0 16.0 13.0 16.0 e (mm) 1.35 1.25 1.50 1.25 1.30 1.75 1.50 1.75 d = nominal diameter of the steel bars; la = anchoring length; Aa = Anchorage area; D = hole diameter; e = thickness of glue line. Figure 3 shows schematically the combinations of anchorage areas Aa4, Aa6 and Aa10, respectively, 18.9; 29.0; and 40.0 cm², considering different diameters and lengths of anchors for dry and saturated pieces, with six replications. Figure 3. Combining variables in experiment planning Figure 4. Anchorage tests of steel bars inclined 45º in round pieces of Corymbia citriodora reaction beam (a), support (b), hydraulic cylindrical (c), load cell (d), anchoring the outer end of the steel bar (e) A regression model was used to investigate the influence of moisture content (U) and anchorage area (Aa) on anchor strength (RA) values. The regression model (Equation 1) was also evaluated by analysis of variance, evaluated at the 5% level of significance. The ANOVA of the regression models makes it possible to evaluate the influence of each factor and their interaction in the values of on anchor strength, and the coefficient of determination (R2) measures the quality of the obtained model. By the formulation of the ANOVA hypotheses of the regression models, P-value (probability P) inferior to the level of significance implies that the coefficients of the model are significant, and not significant in the opposite situation (P-value <0.05). RA=α0+α1·Aa+α2·U+α3·Aa·U+ε (2) From Equation 1, αi are the coefficients adjusted by the Least Squares Method and ε is the aleatory error. For validation of the ANOVA model, the normality, homogeneity and independence of the residues were investigated. Considering the same anchorage areas, but with different diameters, one can observe the effect of the variation of the diameters in the means anchorage responses. In all specimens, steel bars received surface cleaning treatment, applying a rotating steel brush on the end in contact with the resin, until the white color was reached. Then thinner (general purpose for cleaning) was applied as solvent to remove oily residues. CA-50 steel bars (fy,k=500 MPa) were used axially in two load cycles with monotonic loads. The first cycle required up to 70% of the ultimate strength. The charge rate was 100 N/s. Figure 4 shows the anchorage tests of steel bars. 3. Results and Discussion Table 2 shows the apparent density (ρap), the density at 12% moisture content (ρ12) and the compressive strength values (fc0) of the Corymbia citriodora wood for the two moisture content conditions (air seasoned and saturated woods). The results of the ANOVA for the influence of the moisture content on the values of the strenght compression (fc0) are presented in Table 3, and the results of the validation tests are illustrated in Figure 5. 28 Julio César Pigozzo et al.: Pull out Strength Evaluation of Steel Bars Bonded-in to 45° in Round Timbers of Corymbia citriodora Treated with CCA Table 2. Properties of the wood (beams) Beams V1 V2 V3 V4 V5 V6 V9 V10 V11 V12 V13 V14 ρap (kg/m3) 1100 990 1060 1030 940 960 1040 1040 1060 1090 1040 1060 U (%) 30.0 40.6 27.9 40.2 28.1 28.9 14.7 14.1 14.2 14.1 14.7 14.9 fc0 (MPa) 52.91 40.31 47.63 42.34 42.84 42.06 68.42 69.82 69.61 73.62 65.93 75.62 ρ12 (kg/m3) 1060 910 1040 1020 1020 940 1030 1020 1050 1070 1030 1040 - ρap = apparent densities in each moisture content, U = moisture content, fc0 = strength in compression parallel to the grain, ρ12 = apparent densities in 12% moisture content. Table 3. Results of ANOVA - influence of moisture content on fc0 values Source DF SS MS F P U (%) Error Total 1 2000.3 2000.3 115.18 0.000 10 173.7 17.4 11 2173.9 - DF = degrees of freedom, SS = sum of squares, MS = mean of squares, F = F statistic , P = P statistic. Percent 99 95 90 80 70 60 50 40 30 20 10 5 1 -10 -5 0 5 Residues (a) M e an StDe v N AD P-Value -6.51331E-15 3.973 12 0.538 0.132 10 U (%) [14.1;14.9] [28.1;40.6] 2 4 6 8 10 12 14 95% Bonferroni Confidence Intervals for StDevs F-Test Test Statistic 0.56 P-Value 0.541 Levene's Test Test Statistic 0.10 P-Value 0.760 [14.1;14.9] [28.1;40.6] -5.0 -2.5 0.0 2.5 5.0 7.5 10.0 Residues U (%) Residual 10.0 7.5 5.0 2.5 0.0 -2.5 -5.0 1 2 3 4 5 6 7 8 9 10 11 12 Observation Order (c) Figure 5. Results of ANOVA validation test - normality (a), homogeneity (b) and independence of residues (c) The results of Figure 5 validate the ANOVA results. From Table 3 it can be seen that the moisture content was considered significant in the values of the fc0 values (P-value<0.05). The reduction in moisture content promoted a 57% increase in the value of fc0, as shown in Figure 6. fc0 (MPa) 80 70 60 50 40 30 20 10 0 [14.1;14.9] [28.1;40.6] U (%) Figure 6. Mean values of confidence intervals (95%) of the fc0 values for the evaluated moisture content ranges Ruptures of anchorages occurred, initially, by loss of chemical adhesion and later by loss of mechanical adhesion. In no case did fragments of wood be removed. In some anchoring trials with 6.3 mm diameter bars and 9.7 cm anchoring length, in seasoned air dried wood, steel bars ruptured prior to breakage of the anchors. Epoxy resin showed a glassy texture, after hardening, and good adhesion in the wood in the two moisture content levels: air dried and saturated. Figure 7 shows the rupture forms in steel and wood, regardless diameters and lengths of anchors used. Table 4 present the anchor strength responses obtained in specimens tests, obtained according to the procedures of Brazilian standard [26]. (b) International Journal of Materials Engineering 2017, 7(2): 25-32 29 Table 4. Results of anchorage strength (45º) CP V1-Aa4-d1 V2-Aa4-d1 V3-Aa4-d1 V4-Aa4-d1 V5-Aa4-d1 V6-Aa4-d1 V10-Aa4-d1 V1-Aa4-d2 V2-Aa4-d2 V3-Aa4-d2 V4-Aa4-d2 V5-Aa4-d2 V6-Aa4-d2 V9-Aa4-d2 V10-Aa4-d2 V11-Aa4-d2 V12-Aa4-d2 V13-Aa4-d2 V14-Aa4-d2 V1-Aa4-d3 V2-Aa4-d3 V4-Aa4-d3 V5-Aa4-d3 V6-Aa4-d3 V9-Aa4-d3 V10-Aa4-d3 V11-Aa4-d3 V12-Aa4-d3 V13-Aa4-d3 V14-Aa4-d3 V1-Aa6-d2 V2-Aa6-d2 V3-Aa6-d2 V4-Aa6-d2 V5-Aa6-d2 V6-Aa6-d2 V9-Aa6-d2 V11-Aa6-d2 V12-Aa6-d2 V13-Aa6-d2 V14-Aa6-d2 V1-Aa6-d3 V2-Aa6-d3 V3-Aa6-d3 V4-Aa6-d3 RA (kN) 20.42 18.43 22.91 19.42 19.17 19.92 23.90 18.43 15.44 19.92 19.92 17.93 17.43 24.40 25.90 28.88 24.40 23.90 25.90 20.17 17.93 19.92 19.92 20.42 27.89 30.63 30.88 28.88 28.39 28.88 25.15 26.39 28.39 25.40 29.38 26.39 33.86 36.35 32.87 32.37 36.85 34.86 29.88 38.65 32.37 Aa (cm²) 19.69 19.49 19.49 20.50 19.08 20.91 20.10 21.20 18.55 20.41 22.00 18.82 20.14 19.88 19.35 19.35 19.35 20.14 20.14 20.54 20.54 19.89 20.86 20.86 21.84 20.86 20.21 21.19 21.84 20.54 28.62 29.42 28.89 29.95 30.21 29.95 29.95 30.74 29.68 29.15 30.21 30.32 31.30 31.62 31.30 U (%) 25.0 33.0 27.9 32.0 30.3 31.9 14.1 25.0 33.0 27.9 32.0 30.3 31.9 14.7 14.1 14.2 12.7 15.7 12.0 25.0 33.0 32.0 30.3 31.9 14.7 14.1 25.0 33.0 27.9 32.0 30.3 31.9 14.7 14.2 12.7 15.7 12.0 25.0 33.0 27.9 32.0 25.0 33.0 27.9 32.0 CP V5-Aa6-d3 V6-Aa6-d3 V9-Aa6-d3 V10-Aa6-d3 V11-Aa6-d3 V12-Aa6-d3 V13-Aa6-d3 V14-Aa6-d3 V1-Aa6-d4 V2-Aa6-d4 V3-Aa6-d4 V4-Aa6-d4 V5-Aa6-d4 V6-Aa6-d4 V9-Aa6-d4 V10-Aa6-d4 V11-Aa6-d4 V12-Aa6-d4 V13-Aa6-d4 V14-Aa6-d4 V1-Aa10-d3 V2-Aa10-d3 V3-Aa10-d3 V4-Aa10-d3 V5-Aa10-d3 V6-Aa10-d3 V9-Aa10-d3 V10-Aa10-d3 V11-Aa10-d3 V12-Aa10-d3 V13-Aa10-d3 V14-Aa10-d3 V1-Aa10-d4 V2-Aa10-d4 V3-Aa10-d4 V4-Aa10-d4 V5-Aa10-d4 V6-Aa10-d4 V9-Aa10-d4 V10-Aa10-d4 V11-Aa10-d4 V12-Aa10-d4 V13-Aa10-d4 V14-Aa10-d4 RA (kN) 31.37 35.36 42.08 42.83 43.33 44.07 43.33 43.82 29.38 26.39 32.62 26.89 36.11 30.88 41.83 42.83 45.82 37.60 37.85 40.34 40.84 41.33 38.84 41.83 40.84 39.84 48.31 48.80 45.32 47.81 50.80 51.79 46.81 44.32 48.31 42.33 44.82 42.83 56.77 52.29 58.76 61.75 52.29 62.75 Aa (cm²) 32.60 33.25 31.30 30.97 34.56 31.30 31.30 31.30 31.18 31.18 31.18 33.77 32.04 32.91 31.61 31.18 30.31 32.04 31.18 31.61 41.08 41.40 41.73 40.42 42.05 39.77 40.75 41.08 41.08 41.08 41.08 43.68 48.06 46.33 49.80 49.80 46.76 46.30 48.06 49.36 48.06 47.63 47.63 50.23 U (%) 30.3 31.9 14.7 14.1 14.2 12.7 15.7 12.0 25.0 33.0 27.9 32.0 30.3 31.9 14.7 14.1 14.2 12.7 15.7 12.0 25.0 33.0 27.9 32.0 30.3 31.9 14.7 14.1 14.2 12.7 15.7 12.0 25.0 33.0 27.9 32.0 30.3 31.9 14.7 14.1 14.2 12.7 15.7 12.0 - CP = specimen identification, RA = anchorage strength (45º), Aa = anchorage area, U = moisture content of wood. 30 Julio César Pigozzo et al.: Pull out Strength Evaluation of Steel Bars Bonded-in to 45° in Round Timbers of Corymbia citriodora Treated with CCA Figure 7. Shapes of rupture, regardless diameters and lengths of anchors Table 5. ANOVA results of the regression model Source DF Seq SS Adj SS Adj MS F P Regression 3 10192.3 10192.3 3397.44 213.035 0.000 Aa (cm2) 1 8982.0 1488.9 1488.90 93.361 0.000 U (%) 1 1124.4 1.0 1.04 0.065 0.799 Aa∙U 1 85.9 85.9 85.86 5.384 0.023 Error 85 1355.6 1355.6 15.95 Total 88 11547.6 -DF = degrees of freedom, Adj SS = squared sums adjusted, Adj MS = adjusted squared mean, F = F statistic, P = P statistic. Frequency 25 20 15 10 5 The multilinear regression model and the respective coefficient of determination (R2) for the estimation of the anchorage strength is expressed by Equation 2, Table 5 presents the ANOVA results of the regression model and Figure 8 illustrates the residue graphs for ANOVA validation. RA=4.75623+1.26515·Aa-0.0448065·U-0.0123721·Aa·U [R2=88.26%] (3) The graphs of Figure 8 validate the ANOVA model. From Table 5, the regression model was considered significant (P-value <0.05), and the coefficient of determination obtained was equal to 88.26%, which reveals the good accuracy of the adjustment. The anchorage area and its interaction with the moisture content (Aa∙U) were considered significant in the values of the anchoring strength, the same did not occur with the factor moisture content (P-value> 0.05). From the obtained model, increases in anchorage area values cause increases in the anchor strength, and the interaction between the two factors is responsible for the reduction in anchor strength values. Figure 9 shows the regression model obtained from Equation 2. 0 -12 -8 -4 0 4 8 Residual (a) 10 5 Residual 0 -5 -10 1 10 20 30 40 50 60 70 80 Observation Order (b) Figure 8. Normality plot (a) and independence (b) of the ANOVA residuals of the regression model Figure 9. Graph of the adjusted mutivariable regression model 4. Conclusions The results obtained in this research make it possible to conclude that: International Journal of Materials Engineering 2017, 7(2): 25-32 31 - the increase in moisture content significantly reduced the values of the compression strength (fc0); - the anchorage did not show brittle rupture and the steel bars progressively lose the correspondent strength as the anchoring length decreases upon bar removal. - the variation of the moisture content (U) was not significant in the estimation of the anchor strength values (RA); - the anchorage area (Aa) was significant in estimating the anchor strength values of the steel bars. Increases in anchorage area values imply an increase in anchorage strength; - the interaction between the anchorage area and the moisture content (Aa∙U) was significant in the estimation of anchorage strength. Increase in the value of the interaction imply in the reduction of the anchoring strength. determination of elasticity in static bending. Maderas. Ciencia y Tecnología, v. 17, p. 229-238, 2015. [10] Zangiácomo, A. L.; Christoforo, A. L.; Rocco, F. A. L. Elasticity moduli in round wooden beams of Pinus caribaea. Engenharia Agrícola, v. 36, p. 566-570, 2016. [11] Christoforo, A. L.; Panzera, T. H.; Silveira, M. E.; Silva, D. A. L.; Pinheiro, R. V.; Lahr, F. A. R. Avaliação numérica do módulo de elasticidade em vigas roliças de madeira da espécie Pinus Elliottii. Ciência Florestal (UFSM), v. 26, p. 1271-1279, 2016. [12] Zangiácomo, A. L.; Christoforo, A. L.; Gonçalves, D.; Rocco, F. A. L. Evaluation of the shear effect to determine the longitudinal modulus of elasticity in Corymbia citriodora round timber beams. International Journal of Materials Engineering, v. 4, p. 37-40, 2014. [13] Zangiácomo, A. L.; Christoforo, A. L.; Rocco, F. A. L. Shear and longitudinal modulus of elasticity in Corymbia citriodora round timber beams. Vértices, v. 15, p. 63-68, 2013. REFERENCES [1] Cheung, A. B.; Scaliante, R. M.; Lindquist, M.; Christoforo, A. L.; Calil Junior, C. Confiabilidade estrutural de uma ponte protendida de madeira considerando o tráfego real. Ambiente Construído, v. 17, p. 221-232, 2017. [2] Rocco, F. A. L.; Christoforo, A. L.; Fiorelli, J. Influence of nails size and layout to obtain the reduction coefficient of moment of inertia for timber beams with composite cross section. Engenharia Agrícola, v. 36, p. 715-723, 2016. [3] Carvalho, A. L. C.; Leila, F. M.; Dias, A. M. S.; Christoforo, A. L.; Silva, D. A. L.; Silveira, M. E.; Rocco, F. A. L. Numerical analyses of timber columns reinforced by particulate composite material. The Open Construction and Building Technology Journal, v. 10, p. 442-449, 2016. [14] Christoforo, A. L.; Icimoto, F. H.; Fernandes, C. V.; Fiorelli, J.; Negrao, J.; Rocco, F. A. L. Shear and longitudinal modulus of elasticity in structural profiled round timber beams. International Journal of Composite Materials, v. 3, p. 87-91, 2013. [15] Dussarrat Brito, L.; Calil Jr, C. Manual of design and construction of structures with roundwood pieces of reforestation wood. Cadernos de Engenharia de Estruturas, v. 12, p. 57, 2010. [16] Molina, J. C.; Calil Jr., C. Estudo numérico-experimental da rgidez da conexão vertical em vigas mistas de madeira-concreto. Cadernos de Engenharia de Estruturas, v. 11, p. 1-15, 2009. [17] Bainbridge, R. J.; Mettem, C. J. Bonded in rods for timber structure: a versatile method for achieving structural connections. The Structural Engineering, v. 77, n. 15, p. 24-27, 1999. [4] Christoforo, A. L.; Almeida, T. H. ; Almeida, D. H. ; Santos, J. [18] Matthiesen, J. A. Estudo da ligação madeira-concreto com C. ; Panzera, T. H. ; Lahr, F. A. R. Shrinkage for some wood parafusos auto- atarrachantes comerciais. In: Encontro species estimated by density. International Journal of Brasileiro em Madeiras e em Estruturas de Madeira, 7, 2000, Materials Engineering, v. 6, p. 23-27, 2016. São Carlos. Jul. 2000. [5] Pinheiro, R. V.; Lazaro, L. G. F.; Macedo, L. B.; Christoforo, [19] Turkowskij, S. Prefabricated joints of timber structures on A. L.; Lahr, F. A. R. Repair methods indication for a timber inclined glued–in bars. Proceedings. London, United coverage structure located in Sinop city - Brazil. International Kingdom. 2–5, Sep, 1991. Journal of Materials Engineering, v. 6, p. 39-46, 2016. [20] Madsen, B. Timber connections with strength and reliability [6] Lahr, F. A. R.; Aftimus, B. H. C.; Arroyo, F. N.; Christoforo, of steel, International Wood Conference, Toronto, Canada, p. A. L.; Chahud, E.; Branco, L. A. M. N. Full characterization 4-504, 4-511, 1996. of Vatairea sp wood specie. International Journal of Materials Engineering, v. 6, p. 92-96, 2016. [21] Ranta-Maunus, A.; Kangas, J. Glued in steel rods in V-shape, Pacific Timber Engineering Conference, Gold Coast [7] Pigozzo, J. C.; Arroyo, F.; Cavalheiro, R. S.; Christoforo, A. Australia, July11-July14, 1994. L.; Pletz, E.; Lahr, F. A. R. Aspects of mechanical stress grading for structural timber. International Journal of [22] Kangas, J.; Oksanen, T. Strength and fire resistance of Materials Engineering, v. 6, p. 119-125, 2016. connections based on glued in rods, Timber Engineering, Finland, p. 382-388, 1999. [8] Christoforo, A. L.; Panzera, T. H. ; Silva, L. J. ; Araujo, V. A. ; Silva, D. A. L. ; Rocco, F. A. L. Evaluation of the modulus of [23] Kangas, J. Design of connections based on in V-form glued-in elasticity in damaged wooden beams. International Journal of rods, 6th World Conference Timber Engineering, Vancouver, Materials Engineering, v. 5, p. 92-97, 2015. Canada, Jul 31-Aug 3, p. 7.45, 2000. [9] Icimoto, F. H.; Ferro, F. S.; Almeida, D. H.; Christoforo, A. [24] Molina, J. C.; Carreira, M. R.; Calil Jr., C. Pullout strength of L.; Rocco, F. A. L. Influence of specimen orientation on axially loaded steel rods bonded in glulam at a 45° angle to 32 Julio César Pigozzo et al.: Pull out Strength Evaluation of Steel Bars Bonded-in to 45° in Round Timbers of Corymbia citriodora Treated with CCA the grain. Materials Research, v. 12, p. 427-432, 2009. [25] Pigozzo, J. C.; Lahr, F. A. R.; Calil Jr, C. Comportamento da ancoragem de barras de aço coladas em vigas de Pinus oocarpa shied. Anais. CD-ROM (Arquivos/10 Ligações/10-EB-15.pdf). Cuiabá, MT, 2004. [26] Associação Brasileira de Normas Técnicas. NBR 7190. Projeto de Estruturas de Madeira. ABNT. Rio de Janeiro, 1997.

... pages left unread,continue reading

Document pages: 8 pages

Please select stars to rate!

         

0 comments Sign in to leave a comment.

    Data loading, please wait...
×