International Journal of Composite Materials
p-ISSN: 2166-479X e-ISSN: 2166-4919
2014; 4(5A): 27-34
doi:10.5923/j.cmaterials.201401.04
Marcelo Antunes, Álvaro Cano, Vera Realinho, David Arencón, José Ignacio Velasco
Centre Català del Plàstic, Departament de Ciència dels Materials i Enginyeria Metallúrgica, Universitat Politècnica de Catalunya BarcelonaTech (UPC), Terrassa, Spain
Correspondence to: José Ignacio Velasco, Centre Català del Plàstic, Departament de Ciència dels Materials i Enginyeria Metallúrgica, Universitat Politècnica de Catalunya BarcelonaTech (UPC), Terrassa, Spain.
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In the present work we prepared and characterized several polyurethane (PU) composite foams by combining variable concentrations of nanoclay (montmorillonite, MMT) with metal wires or low cost cellulosic-based reinforcements, with the objective of developing multi-scalar rigid foams for structural applications. The addition of MMT promoted foaming and the formation of finer and more homogeneous cellular structures, resulting in foams with compressive elastic moduli and collapse stresses lower than that of the unfilled PU foams. However, a comparative analysis versus the foams’ relative density demonstrated that both mechanical properties follow one single trend for the two materials. The combination of MMT and the macroscopic metal wires or cellulosic-based reinforcements further reduced the cell size of foams and resulted in foams with similar compressive collapse strengths as the unfilled ones for considerably lower relative densities, hence demonstrating their effectiveness as mechanical reinforcements of rigid PU foams and opening up new possibilities in terms of developing low cost lightweight materials.
Keywords: Polyurethane foams, Multi-scalar, Montmorillonite, Steel wires, Cellulosic-based reinforcements
Cite this paper: Marcelo Antunes, Álvaro Cano, Vera Realinho, David Arencón, José Ignacio Velasco, Compression Properties and Cellular Structure of Polyurethane Composite Foams Combining Nanoclay and Different Reinforcements, International Journal of Composite Materials, Vol. 4 No. 5A, 2014, pp. 27-34. doi: 10.5923/j.cmaterials.201401.04.
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and cell nucleation density (Nf) were obtained using the intercept counting method [14]. Particularly, the cell nucleation density, in cells/cm3, was calculated according to:![]() | (1) |
and
are respectively the solid and foam densities.Two cell sizes were determined according to foam direction:
where VD is the vertical foaming growth direction and
(WD: width direction). The compression tests were performed on the cylindrical specimens using a Galdabini SUN 2500 testing machine with a 25 kN load cell at a constant speed of 5 mm/min according to ISO 844. The compressive elastic modulus (E) and collapse strength
were calculated from the stress-strain curves. In order to compare cellular materials with different densities and compositions, the elastic modulus and collapse strength of the foams were represented as a function of relative density. The energy absorbed till a constant deformation value of 60% was also determined by direct integration of these curves until said deformation.
and cell nucleation density (Nf), are summarized in Table 3. Representative micrographs of the PU, PU-MMT, PU-metal and PU-MMT-metal foams are presented in Figure 1.
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![]() | Figure 1. Typical scanning electron micrographs of (a) PU, (b) PU-MMT, (c) PU-metal and (d) PU-MMT-metal foams |
for relative densities around 0.1.
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for expansion ratios, defined as the reciprocal of relative density, higher than 10 (see typical micrographs presented in Figure 2).![]() | Figure 2. Typical scanning electron micrographs of (a) PU-esparto and (d) PU-MMT-esparto foams |
and Zone III of material densification (solid-like behaviour), in this case characterized by the absorbed energy till 60% deformation. ![]() | Figure 3. Typical compression curve of a PU composite foam showing the three analyzed parameters: elastic modulus (E), collapse strength and absorbed energy till 60% deformation |
and absorbed energy till 60% deformation (in J/cm3) of the several PU composite foams reinforced with nanoclay and steel wires obtained from the compression tests are represented as a function of relative density respectively in Figures 6, 7 and 8.![]() | Figure 4. Characteristic compression curves of PU composite foams containing steel wires (PU-metal) |
![]() | Figure 5. Characteristic compression curves of PU composite foams containing nanoclay and steel wires (PU-MMT-metal) |
![]() | Figure 6. Compressive elastic modulus (E) vs. relative density for the PU composite foams containing nanoclay and steel wires |
![]() | Figure 7. Collapse strength vs. relative density for the PU composite foams containing nanoclay and steel wires |
![]() | (2) |
![]() | (3) |
![]() | (4) |
![]() | (5) |
![]() | Figure 8. Absorbed energy till 60% deformation vs. relative density for the PU composite foams containing nanoclay and steel wires |
![]() | Figure 9. Characteristic compression curves of PU composite foams containing esparto (PU-esparto) |
![]() | Figure 10. Characteristic compression curves of PU composite foams containing nanoclay and esparto (PU-MMT-esparto) |
![]() | Figure 11. Compressive elastic modulus (E) vs. relative density for the PU composite foams containing nanoclay and esparto |
![]() | Figure 12. Collapse strength vs. relative density for the PU composite foams containing nanoclay and esparto |
i.e., the collapse strength divided by the density of the foam, of PU foams reinforced with cellulose and cardboard are presented in Figure 13 as a function of relative density.![]() | Figure 13. Specific collapse strength vs. relative density for the PU composite foams reinforced with cellulose and cardboard |
one can see the reinforcement effect promoted by cardboard. As indicated by the circle included in Figure 13, PU foams reinforced with cardboard presented similar specific collapse strengths than the unfilled PU foam even for lower values of relative density.