| Literature DB >> 28787880 |
Isabel Duarte1, José M F Ferreira2.
Abstract
Open-cell and closed-cell metal foams have been reinforced with different kinds of micro- and nano-sized reinforcements to enhance their mechanical properties of the metallic matrix. The idea behind this is that the reinforcement will strengthen the matrix of the cell edges and cell walls and provide high strength and stiffness. This manuscript provides an updated overview of the different manufacturing processes of composite and nanocomposite metal foams.Entities:
Keywords: carbon nanotubes; ceramic particles; composite metal foams; hollow spheres; metal foams; metal matrix composites (MMC) foams; micro and nano reinforcements
Year: 2016 PMID: 28787880 PMCID: PMC5456464 DOI: 10.3390/ma9020079
Source DB: PubMed Journal: Materials (Basel) ISSN: 1996-1944 Impact factor: 3.623
Literature survey on ceramic particles reinforced foams prepared by powder metallurgy.
| Reference | Metal | Ceramic Particle | Manufacturing | Test Conditions | Conclusions |
|---|---|---|---|---|---|
| Elbir | Al | SiC 8.6–20 vol.% Size: 22 μm | Powder Metallurgy Al-powder: <74 μm TiH2-powder: <37 μm | Φ 20 mm × 20 mm Compression: Quasi-static 0.1 mm·s−1 | In comparison to non-reinforced Al foams, SiCp particles reduce the drainage and cell coarsening phenomena, increase linear expansion and compressive strength of Al foams, but induce fluctuations in the plateau region of stress-strain curves and accentuate the brittle behavior of composite foams. |
| Esmaeelzadeh | AlSi7 | SiC up to 10 vol.% Size: 3–16 μm | Powder metallurgy Al powder: <160 μm Si powder: <150 μm TiH2-powder: <63 μm | Φ 30 mm × 40 mm Compression: Quasi-static 1.1 × 10−3 s−1 | Increasing the added amounts of SiCp or decreasing their size reduce the drainage but lead to less homogeneous foam structures. The compressive properties and energy absorption efficiency are degraded due to an accentuation of brittleness in comparison to non-reinforced AlSi7 foams. |
| Kennedy and Asavavisitchai [ | Al | TiB2 Size: 10 μm 6 vol.% | Powder metallurgy Al powder: 48 μm TiH2 powder: 33 μm | Φ 22 mm × 24 mm Compression: Quasi-static 0.5 mm·min−1 | TiB2 particles significantly enhance the maximum foam expansion but did improve the long-term stability of the foams due to their poor wetting by the molten Al, as evidenced by particles protruding the cell-walls into the gas phase. The stress-strain curves in plateau region are smooth and characterized by a slightly increasing slope, irrespective of the presence or the absence of reinforcement. The maximum yield stress is achieved for TiB2-Al composite foams. |
| Guden and Yuksel [ | Al | SiC 0–20 vol.% Size: 22 μm | Powder metallurgy Al powder: 34.64 μm TiH2 powder: <37 μm | Φ 13 mm × 13 mm Compression: Quasi-static 3 × 10−3 s−1 | SiCp increase the linear foam expansion by increasing the bulk viscosities. The composite SiCp-Al foams are more brittle in comparison to with Al-foams. |
| Alizadeh and Mirzaei-Aliabadi [ | Al | Al2O3 Size: 10 μm 0–10 vol.% | Space-holder Al-powder Carbamide: 1.2 mm Ethanol: 1–3 wt.% | Φ 25 mm × 30 mm Compression Quasi-static 0.1 mm·s−1 | Increasing volume fractions of Al2O3p enhance the Young’s modulus and the compressive strength of the composite foams in extends that depend on the porosity fraction. For a given porosity fraction, the plateau region of composite foams is less smooth and shorter than for the Al-foam. The plateau stress and energy absorption capacity increase with Al2O3p content increasing up to 2 vol.%, but this trend is reversed for higher volume fractions. However, contrarily to other literature reports [ |
| Luo | AlSi9Mg | SiC 4 vol.% Size: 28 μm | Infiltration process AlSi9 alloy NaCl (0.9–4 mm in size) | 15 mm × 15 mm × 35 mm Compression Quasi-static 10−3 s−1 | SiCp increase yield stress and energy absorption capacity of composite foams increase. Stress-strain curves of composite foams are less smooth than as than those of non-reinforced foams. |
| Zhao | Al | Y2O3 0.3–1.2 wt.% Size: 50 μm | Space holder Al powder NaCl particles: 0.66–0.90 mm | 12.8 mm × 6.5 mm × 35 mm Compression Quasi-static 3 mm·min−1 | Volume fractions of Y2O3p up to 0.8 wt.% enhance bending strength up to a maximum of 20.4 MPa, a trend that is reversed for further added amounts, while the maximum micro hardness is achieved within the range of 0.5–0.8 wt.%. |
Literature survey on ceramic particles reinforced foams prepared by direct foaming methods.
| Reference | Metal | Ceramic Particle | Manufacturing | Test Conditions | Conclusions |
|---|---|---|---|---|---|
| Liu | Zn-22Al | SiC Size: 28 μm 7 vol.% | Direct melt foaming ZA22 alloy ingot CaCO3: 44 μm | 15 mm × 15 mm × 30 mm Compression Quasi-static (2.2 × 10−3 s−1) | SiCp accentuate the brittleness and enhanced the stress fluctuations within the plateau region of composite foams. The energy absorption capacity is slightly improved but the energy absorption efficiency is degraded in comparison to non-reinforced foams. |
| Luo | AlSi9Mg | SiC Size: 28 μm 0–20 vol.% | Direct melt foaming AlSi9Mg alloy CaCO3: 44 μm | 15 mm × 15 mm × 35 mm Compression Quasi-static (10−3 s−1) | The same conclusions as above [ |
| Yu | Zn-22Al | SiC Size: 28 μm 10 vol.% | Direct melt foaming ZA22-powder: 40 μm CaCO3: 44 μm | 15 mm × 15 mm × 30 mm Compression Quasi-static (2.2 × 10−3 s−1) Φ 70 mm × 10 mm Damping (400 Hz) | The same conclusions as above [ |
| Yu et al [ | AlSi9Mg | SiC Size: 28 μm 10 vol.% | Direct melt foaming AlSi9Mg alloy CaCO3: 44 μm | 15 mm × 15 mm × 35 mm Compression Quasi-static 5 × 10−4–1 × 10−2 s−1 Φ 30 mm × 10 mm High strain rate (600; 1600 s−1) | The same conclusions as above concerning the effects of SiCp on the mechanical properties of composite foams [ |
| Dauod [ | A359 | Al2O3 0–15 vol.% Size: 50–140 μm | Direct foaming CaCO3 | Compression Quasi-static 3 × 10−3 s−1 | Al2O3p enhance the uniformity of foam microstructure and the resulting compressive stress-strain curves of composite foams are smooth. The mechanical parameters increase almost linearly with increasing the volume fraction of Al2O3p. The energy absorbing capacity is not much sensitive to the volume fraction of Al2O3p up to 10 vol.%, increasing for higher contents. |
| Song | Al-3.7 Pct Si-0.18 Pct Mg | AlN | Solid/liquid reaction Master ingot | 10 mm × 10 mm × 10 mm Compression Quasi-static (1 mm·min−1) | AlNp reveal an effective reinforcing role increasing the mechanical properties of Al-alloy foams. Absence of stress oscillations in the plateau region of strain-stress curves of composite foams, similarly as observed for Al2O3p [ |
Effect of the particle size and volume fraction of SiC particles on the compressive behavior of AlSi7 foams [34].
| SiC Size | SiC (vol.%) | Yield Stress (MPa) | σ0.1 (MPa) | σ0.2 (MPa) | σ0.3 (MPa) | σ0.4 (MPa) |
|---|---|---|---|---|---|---|
| 3 μm | 0 | 1.13 | 1.13 | 1.38 | 1.41 | 1.50 |
| 3 | 1.58 | 1.33 | 1.72 | 1.75 | 1.88 | |
| 6 | 1.25 | 1.13 | 1.33 | 1.41 | 1.88 | |
| 16 μm | 3 | 1.25 | 1.0 | 1.25 | 1.38 | 1.58 |
Figure 1Effect of the volume fraction of SiC (a) and TiB2 (b) particles on the yield stress of Al based foams.
Figure 2Effect of the volume fraction of particles on the yield stress (a,b) and plateau stress (b) of foams containing SiC (SiCp) (a), and Al2O3 particles (Al2O3p) (b). Effect of strain rate on compressive behavior of reinforced foams containing 5 vol.% SiC particles is displayed in (c).
Figure 3Schematic representation of typical stress-strain curves (a–c) measured for metal foam under uniaxial compression characterized by quasi-static (I); plateau (II); and densification (III) regions.
Figure 4Comparison of different Al-based foams [57,66].
Figure 5Scheme of a hollow particle (a); and its distribution on metal matrix of a syntactic foam (b).
Literature survey on aluminum alloy syntactic foams.
| Reference | Syntactic Foam Type | Testing Conditions | Results |
|---|---|---|---|
| Licitra | Matrix: A356 alloy | Compression Quasi-static (10−3 s−1) | Young modulus, compressive strength and plateau stress of MSFs are directly proportional to density. |
Particle failure initiates the specimen failure, followed by shear failure of matrix and remaining particles. | |||
Storage modulus of A356 matrix and MSFs decreases but the loss modulus and damping parameter increase as temperature increases. | |||
| Cox | Matrix: A356 alloy | Compression Quasi-static (10−3 s−1) | Evidences of hollow spheres crushing at the end of the elastic region. |
No strain rate sensitivity detected within the investigated range. | |||
Failure at high strain rate is initiated by particle cracking and shear band formation. | |||
| Balch | Matrix: cp-Al, 7075alloy | Compression Quasi-static (10−3 s−1) | Pure Al MSFs show compressive strength >100 MPa with a uniform densification plateau of 60% under quasi-static conditions. |
7075-Aluminum alloy exhibit significantly higher peak strength of up to 230 MPa under quasi-static conditions. | |||
HSR testing showed a 10%–30% increase in peak strength as com- pared to quasi-static testing and displayed energy absorbing capacity. | |||
| Orbulov | Matrix: Al99.5, AlSi12, AlMgSi1 and AlCu5 alloys | Compression Quasi-static (free, 10−2 s−1) | Densification limit was primarily influenced by the hollow spheres’ size in constrained compression. |
Recoverable energy in constrained compression case is influenced by the applied heat treatment. | |||
Overall absorbed mechanical energy is largely influenced by the compression mode (free or constrained). | |||
| Goel | Matrix: Al-2014 | Compression Quasi-static (10−3 s−1) | Syntactic foam shows about 10%–30% higher compressive strength under high strain rate conditions as compared to the quasi-static conditions. |
Energy absorption capacity increases by up to 55% in the high strain rate region. | |||
| Taherishargh | Matrix: A356 alloy | Compression Quasi-static (3 mm·min−1) | Compressive strength of pumice particles is anisotropic, showing a maximum in the direction parallel to its tubular pores. |
Pumice-A356 syntactic foam is an efficient energy absorber with an average density of 1.49 g·cm−3, a plateau stress of 68.25 MPa, and specific energy absorption of 24.8 MJ·m−3. | |||
| Szlancski | Matrix: Al99.5, AlSi12, AlMgSi1 and AlCu5 alloys | Compression Quasi-static (0.01 s−1) | Compressive test results show plastic yielding, long and slowly ascending plateau region that ensures large EA capability. |
Matrix material and the heat treatment exert strong influences on mechanical properties of MSFs. |
Literature survey on iron or steel matrix syntactic foams.
| Reference | Syntactic Foam Type | Testing Conditions | Results |
|---|---|---|---|
| Neville and Rabiei [ | Matrix: low carbon steel or stainless steel | Quasi-static | EA at densification was higher for stainless steel compared to carbon steel syntactic foam. |
Maximum energy absorption at densification was 68 MJ·m−3 for stainless steel syntactic foam. | |||
| Castro and Nutt [ | Matrix: steel | Compression at 8 × 10−4 s−1 | Low carbon and medium carbon syntactic steel foams have EA capacities of 69.45 and 122.68 MJ·m−3, respectively. |
Increasing carbon contents enhances yield strength of steel foams. | |||
| Castro and Nutt [ | Matrix: steel | Compression at 8 × 10−4 s−1 | Maximum EA at densification is 104.78 MJ·m−3. |
Relative density of steel foam increasing enhances compressive strength and decreases plateau stress. | |||
EA capacity increased by six times per unit mass and 70 times per unit volume when compared to Al-foams. | |||
| Peroni | Matrix: 99.7% pure iron | Quasi-static (10−2 s−1) | Yield strength increases with strain rate, being 47% higher in comparison to that measured under quasi-static conditions. |
Increasing glass microspheres contents reduce the strength of MSFs. | |||
Strength and fracture behavior of MSFs depend on the intrinsic properties of glass microspheres used. | |||
| Weise | Matrix: FeNi36 | Tension | Using fine powders is beneficial for mechanical properties. |
Lowering density by 30% implies a 60% reduction in ultimate tensile strength. | |||
Limited ductility retained under tensile load even for small additions of glass S60HS. | |||
| Weise | Matrix: AI 316L | Compression, tension | High sintering temperatures lead to disintegration of glass microspheres, porosity retained, but glass phase embedded within the metal phase rather than supporting pores as in a true syntactic foam. |
Property scaling of QS compressive strength according to a power law with exponent 1.13, in between typical values for syntactic and non-syntactic closed-cell foams. | |||
| Peroni | Matrix: AISI 316L | Compression Quasi-static (10−2 s−1) | Cenospheres remain intact and yield high quality syntactic foam. |
Strength loss with decreasing density less significant for cenosphere-compared to glass microsphere-based materials. | |||
Compressive strength increases by 25% for glass and cenosphere-based variants with strain rate, a dependence that is attributed to lattice structure. | |||
| Brown | Matrix: low carbon steel or stainless steel | Three-point bending | Flexural yield strength of 40 MPa, which is close to the compressive yield strength (42 MPa). |
Plateau strength under compression is 50% higher than ultimate bending strength. | |||
Ductile failure due to propagation of pre-existing microporosity in the matrix. | |||
| Vendra | Matrix: low carbon steel or stainless Steel | Compression– compression fatigue | After 1 million cycles at fatigue load of 50% of the maximum plateau strength, stainless steel MSFs show a total strain of 8%. |
Superior fatigue properties due to strong bonding between the hollow spheres and matrix. | |||
| Luong | Matrix: iron or FeNi36 Invar | Compression Quasi-static 10−3 s−1
| Yield strength decreases with increasing GMB content. |
Quasi-static yield strengths of iron MSFs containing 5 and 10 wt.% GMB are 14% and 17% lower than that of the matrix alone. | |||
Yield strength of Invar MSFs containing 5 and 10 wt.% GMB are 35% and 51% lower than that of the matrix alone. However, specific strength increases with GMB content and exceeds the respective data of other iron and steel foams. |
Figure 6Representative quasi-static compressive stress-strain graphs (a,b) of metal matrix syntactic foams showing the linear elastic region (I), plateau region (II) and the densification strain (III).
Properties of composite metal foams with conventional metal foams [114].
| Sample Property | MSFs | Hollow Sphere | Conventional Foams | ||||
|---|---|---|---|---|---|---|---|
| PM Carbon Steel | PM SS Foam | Al-LC Cast Foam | Al-SS Cast Foam | SS HSF | Al-Foam | Al-Foam | |
| Sphere OD (mm) | 3.7 | 2.0 | 3.7 | 3.7 | 2–3 | 3 | 3 |
| Wall thickness (mm) | 0.2 | 0.1 | 0.2 | 0.2 | 0.25 | – | – |
| Density (g·cm−3) | 3.06 | 2.95 | 2.43 | 2.45 | 1.4 | 0.4 | 0.24 |
| Relative density (%) | 38.9 | 37.5 | 42.5 | 42.5 | 17.8 | 14.8 | 8.9 |
| Plateau Stress (MPa) | 36.2 | 127 | 60 | 105 | 23 | 5 | 2.5 |
| Densification strain (%) | 54 | 54 | 57 | 57 | 60 | 68 | 50 |
| Strength/density | 12 | 43.7 | 24.4 | 43 | 16 | 12.5 | 10 |
| Energy absorption at densification (MJ·m−3) | 18.9 | 67.8 | 31 | 51 | 13 | 2.6 | 1.32 |
Literature data on other aluminum alloy syntactic foams with different fillers.
| Matrix | Filler Material | Filler Size | Filler Particle Density (g·cm−3) | MSFs Density (g·cm−3) | Plateau Stress (MPa) | References |
|---|---|---|---|---|---|---|
| Pure Al | Cenosphere | 90–150 μm | 1.00–1.74 | 1.52–1.43 | 63–42 | Wu |
| A356 | Cenosphere | 45–125 μm | 0.7 | 1.25–2.1 | 45–180 | Rohatgi |
| Pure Al | Ceramic HS: 45 SiO2-35 Al2O3-20 Mullite | 100–1450 μm | 0.57–0.81 | 1.43–1.49 | 77 | Orbulov and Ginsztler [ |
| Pure Al | Ceramic HS: 60 SiO2-40 Al2O3-20 Mullite | 250–500 μm | 0.75 | 1.38 | 62 | Zhang and Zhao [ |
| Pure Al | Ceramic HS: 60 SiO2-40 Al2O3-20 Mullite | 75–125 μm | 0.6 | 1.45 | 92 | Tao and Zhao [ |
| A356 | Ceramic HS: SiC | 1 mm | 1.160 | 1.819 | 110 | Luong et. al [ |
| A356 | Ceramic HS: Alumina | 3 mm | – | 1.6–2.11 | 62.8 | Licitra |
| Pure Al | Glass HS: 60 SiO2-40 Al2O3-15 CaO-Na2O | 0.5–4 mm | 0.95–0.65 | 1.58–1.88 | 42 | Zhang and Zhao [ |
| A35 | Expanded Perlite | 3–4 mm | 0.18 | 1.05 | 45 | Fiedler |
| A356 | Pumice | 2.8–4 mm | 0.76–0.80 | 1.48–1.50 | 64–76 | Taherishargh |
| Al 99.5 | Iron (Fe pure) HS | 1.92 ± 0.07 mm | 0.093 | 1.41 | 35–39 | Szlancski |
| AlSi12 | Iron (Fe pure) HS | 1.92 ± 0.07 mm | 0.093 | 1.42 | 55–61 | Szlancski |
| AlMgSi1 | Iron (Fe pure) HS | 1.92 ± 0.07 mm | 0.093 | 1.60 | 54–70 | Szlancski |
| AlMgSi1-T6 | Iron (Fe pure) HS | 1.92 ± 0.07 mm | 0.093 | 1.60 | 75–91 | Szlancski |
| AlCu5 | Iron (Fe pure) HS | 1.92 ± 0.07 mm | 0.093 | 1.72 | 47–101 | Szlancski |
| AlCu5-T6 | Iron (Fe pure) HS | 1.92 ± 0.07 mm | 0.093 | 1.72 | 120–162 | Szlancski |
Figure 7Schematics of the novel approach for preparing metal-foams reinforced with carbon nanotubes (CNTs) by combining the powder-metallurgy with colloidal-processing [138,139].
Figure 8SEM micrographs of the starting raw materials: (a) Al-12 alloy; (b) TiH2 powder; (c) multiwall carbon nanotubes (MWCNTS)-COOH.
Figure 9Highly-spherical granules prepared by freeze-granulation-lyophilisation and its surface with (a), and without (b), MWCNTs-COOH. Microstructural features of precursor materials (and of their fracture surfaces) prepared from granules with (c), and without (d), MWCNTs-COOH.
Figure 10Cellular-pore (a) and magnified images of its pore-wall microstructure with (b) and without MWCNTs-COOH dispersed in its aluminum-matrix (c).
Figure 11Schematics of the fabrication process of closed-cell Al-foams with and without MWCNTs [140].
Figure 12Schematic diagram of the procedures used to fabricate CNT/Al [141].
Figure 13Schematic illustration of procedures to fabricate Al composite foams reinforced byMgAl2O4 spinel whiskers [153].