Lu Liua,
Michael R. Zachariah*ab,
Stanislav I. Stoliarovc and
Jing Li*d
aDepartment of Chemistry and Biochemistry, University of Maryland, College Park, MD 20742, USA
bDepartment of Chemical and Biomolecule Engineering, University of Maryland, College Park, MD 20742, USA
cDepartment of Fire Protection Engineering, University of Maryland, College Park, MD 20742, USA
dDepartment of Fire Science & Professional Studies, Henry C. Lee College of Criminal Justice and Forensic Sciences, University of New Haven, West Haven, CT 06516, USA. E-mail: jli@newhaven.edu; Fax: +01-203-931-6095; Tel: +01-203-932-1197
First published on 20th November 2015
Poly Lactic Acid (PLA) has been used as a sacrificial polymer in the fabrication of battery separators and can be employed in 0D–3D Vaporization of a Sacrificial Component (VaSC) fabrication. In this study, 1 wt% PLA/Fe2O3, PLA/CuO and PLA/Bi2O3 composites are prepared by solvent evaporation casting. Scanning Electron Microscopy (SEM) images indicate that the embedded nanoparticles are well dispersed in the polymer matrix and X-ray diffraction (XRD) verifies the crystallinity of these Metal Oxides (MOs). Thermal stability analysis of the PLA and PLA/MO composites is performed using a thermogravimetric analyzer (TGA) and Differential Scanning Calorimeter (DSC). The overall heat of combustion is measured by Microscale Combustion Calorimetry (MCC) and is found to be insensitive to the presence of nanoparticles. The overall catalytic effects of the three metal oxides have the following trend: Bi2O3 > Fe2O3 > CuO ≈ inert material. The PLA/Bi2O3 decomposition onset temperature (T5%) and maximum mass loss decomposition temperature (Tmax) are lowered by approximately 75 K and 100 K respectively compared to the neat PLA. The as-synthesized Bi2O3 is identified as the most effective additive among those proposed in the literature to catalyze the PLA thermal decomposition process. A numerical pyrolysis modeling tool, ThermaKin, is utilized to analyze thermogravimetric data of all the PLA/MOs and to produce a description of the decomposition kinetics, which can be utilized for modeling of thermal vaporization of these sacrificial materials.
PLA is also one of the two major plastics explored as 3D printing inks (the other being Acrylonitrile Butadiene Styrene (ABS)) because of its thermoplastic properties.5 Although ABS is currently the dominant 3D printing polymer, PLA offers the advantage of bio-compatibility. As a sacrificial component, PLA can be 3D printed to create complex-shaped molds.6–8 For example, White et al.7 have fabricated PLA as spheres (0D), fibers (1D), sheets (2D), and 3D printed sacrificial materials, leaving behind the reverse replica. Pitet et al.9 have explored PLA as a sacrificial component in copolymers to create porous membranes for battery separators utilizing the fact that its decomposition temperature is about 200 °C lower than thermally stable polymers such as polyimide (PI), epoxies, poly(vinylidene fluoride-hexafluoropropylene) (PVDF-HFP), etc. The decomposition of neat PLA occurs above ∼550 K, which can lead to the thermal instability of other polymer blends in practical applications during prolonged heat treatment.7 Therefore, alkali earth metal oxides,3 rare metal (scandium(III) triflates (CF3SO3−)),10 and tin-containing compounds7,8,11 were studied as catalysts for PLA thermal decomposition. Moore et al.6,7 added Sn-based reactants to lower the decomposition temperature by 90 K to effectively remove sacrificial PLA at a lower temperature while avoiding thermal damage to the epoxy mold. It was found that the same amount of SnOx additive works even better than tin(II) octoate to further reduce the total decomposition time at the same temperature.7 Mori et al. reported similar results using Sn-based compounds and recognized that these catalysts could enhance the breakage of ester bonds in the polymer backbone, thus promoting the fragmented polymer ends to experience chain backbiting and transesterification reactions before further depolymerization.11 Almost all of the previous studies used a high loading of more than 5 wt% catalyst.3,6–11
Addition of catalysts into PLA is usually achieved by surface treatment (including impregnation or solvent swelling),6 solvent evaporation casting,7 or vane extruding.12 Dong et al.6 utilized solvent swelling to immobilize metal ions (tin(II) octoate solution) into PLA fibers. Later, Moore et al. used solvent evaporation to imbed SnOx into PLA, further decreasing the decomposition temperature.7 Solvent evaporation casting of PLA with specific viscosity was utilized by Guo et al. in a proposed 3D printing ink drying technique.13,14 Zhang et al. utilized melt blending with a vane extruder with heating to get mono-dispersed PLA/TiO2 nanocomposites.12
It is widely known that controlling the removal process of the sacrificial materials is extremely difficult, requiring carefully designed thermal conditions and perfect timing to fully eliminate the sacrificial material at minimal cost, while also keeping the host material undamaged.15,16 Therefore, catalysts are added to increase the decomposition temperature difference between the sacrificial materials and host materials to maintain the integrity of the host polymer.3,6–11 Usually the removal time for even nano-scale channels are hours to days and are highly non-linear relative to different heating conditions, which makes the control process hard to predict.6,7,15 The severity of this problem increases as larger and more complex geometries are required with the rapid development of 3D printing using such sacrificial materials.13,14 MOs have not been studied extensively as catalysts for PLA, especially at small loadings (<5%).3,6,11
In this work, we employed 1 wt% MOs loading to study the catalytic effects of MOs. Bi2O3, CuO and Fe2O3 are synthesized by spray pyrolysis17–19 and then uniformly embedded into PLA matrix using solvent evaporation casting. XRD and SEM are performed to verify the additives' crystallinity and homogenous dispersion in the PLA matrix. The thermal properties of PLA/MOs composites relative to neat PLA are measured by TGA (thermogravimetric analyzer), DSC (Differential Scanning Calorimeter), and MCC (Microscale Combustion Calorimeter) to examine the MOs catalytic effect on the PLA's thermal degradation process and overall combustion heat. Thermal degradation simulations are performed to fit the experimental TGA curve with a number of first order chemical pyrolysis reaction models using a one dimensional pyrolysis model (-ThermaKin20 running under thermally thin mode). This kinetic fitting work is preformed to reproduce the TGA data, which provides kinetic fundamentals to potentially further predict and control the removing process time and temperatures of PLA/MOs for different geometries or length scales in various heating environments in the future.
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5 concentrated nitric acid and water mixture is used as the solvent. The aerosol spray pyrolysis is a droplet to droplet method, and the formation mechanism of MOs is described in Fig. 1 below. Lognormal poly-dispersed spherical solid particles are generated e.g. the Fe2O3 particles are spherical particles with a lognormal distribution peak at 84 nm.19
PLA (Rejuven8 Plus Spartech) is obtained from Nature Works and used as received. The PLA sheets are 0.7 mm thick and cut into small pieces for solvent evaporation casting. 1.000 g PLA is first dissolved in 100.0 mL CH2Cl2 with magnetic stirring for 30 min. Then 10.0 mg (1 wt%) MO is added to the solution and ultra-sonicated for 1 h. The solutions are then poured onto a watch glass and dried in a 50 °C convection oven to for 12 h. Thin films of neat PLA (baseline reference) and PLA/MO composites are obtained after solvent evaporation. Small pieces of the as prepared thin films were then used for the thermal tests. Crystal structures of metal oxides are characterized by XRD with a Bruker Smart1000 using Cu Kα radiation. SEM results were obtained by Hitachi SU-70 SEM. For cross-sectional SEM images, samples are first fractured in liquid nitrogen and then sputter-coated with carbon. Nitrogen (N2) adsorption–desorption isotherms and Brunauer–Emmett–Teller (BET) surface were measured at 77 K with an Micromeritics ASAP 2020 Porosimeter.
A Netzsch F3 Jupiter Simultaneous Thermal Analyzer (STA), employed in the thermal stability study, combines a TGA equipped with a 1 μg-resolution microbalance and DSC heat flow measurement with a steel furnace. Thus the STA can measure the TGA and DSC signals simultaneously during a single experiment. The PLA/MOs films were stored in a desiccator for 48 hours prior to testing, and then cut and pressed into platinum–rhodium crucibles with ventilation lids with a sample mass of 6–7 mg. The thermal decomposition experiments were performed at a heating rate of 10 K min−1 from 40 °C to 600 °C under 99.999% (UHP) N2 at a flow rate of 50 cm3 min−1. A microscale combustion calorimeter (MCC) with 3 mg samples was used to measure the heat release rate and total heat of combustion.1 The MCC combines a condensed phase pyrolyzer and gas phase combustor. The samples are first decomposed in 80 cm3 min−1 UHP N2 flow, 60 K min−1 heating rate from 75 to 600 °C inside the pyrolyzer, which is similar to the STA furnace, and then transferred to the combustor where the gaseous fuel (decomposition products) was burned at 950 °C to ensure complete combustion mixing with additional 20 cm3 min−1 O2. The entire experimental measurement of HRR (Heat Release Rate) followed ASTM standard ASTM D 7309-13.21 The heat release rate was measured based on Thornton's rule by measuring the O2 consumption rate of combustion.22
It is widely known that the dispersion of nanoparticles in polymer will greatly influence the both chemical and physical properties of the PLA/MO composites. Homogeneous dispersion of MO nanoparticles will affect the thermal and mechanical behaviors of PLA, such as wettability, UV transmittance, strength and ductility, elasticity, viscosity, antibacterial property.12
Cross-sectional SEM images are taken to check the dispersion of MOs in the composites. PLA/MOs are first fractured in liquid nitrogen and then broken off for cross-sectional images. Fig. 3(a) and (b) show neat PLA cross-sectional image without particles, and Fig. 3(c) and (d) are PLA/Fe2O3, PLA/CuO films images, respectively. It is clear from these images that all nanoparticles are well dispersed in the PLA films. Fig. 4 shows the cross-sectional PLA/Bi2O3 structure, and it is clear that spherical Bi2O3 are uniformly dispersed in PLA and un-aggregated. The film is about 50 μm thick, indicated by low magnification image of Fig. 4(a) and (b). Moreover, Fig. 4(c) and (d) give a closer view of the cross-sections, all showing that particles are coated and/or connected by PLA while separated from other nanoparticles.
Fig. 5 shows the TGA data of thermal decomposition mass loss under N2 inert atmosphere. It is clear that the various types of MO additives affect the thermal stabilities of PLA/MOs differently, which can also be clearly seen in Fig. 6 from derivative thermogravimetry (DTG) experimental curves (dotted lines). Specifically, the onset thermal degradation temperature for neat PLA as a reference is approximately T5% ≈ 580 K. For PLA/Bi2O3, this temperature is 75 K lower (T5% ≈ 505 K), while the effect of Fe2O3 is about 30 K decrease (T5% ≈ 550 K) compared to neat PLA; CuO shows no noticeable effect. The thermal degradation temperatures at maximum weight loss (Tmax), are 536 K (614 K for the second peak), 573 K, 634 K and 635 K for PLA/Bi2O3, PLA/Fe2O3, PLA/CuO and neat PLA respectively. These results show that the catalytic properties trend as: Bi2O3 > Fe2O3 > CuO. While the DSC signals reveal notable differences at the stage of decomposition, the addition of MOs does not significantly affect the melting point ∼425 K or the heat of melting (as seen in DSC Fig. 7). The heats of melting (the first peak integrals) are within 4% difference of their mean.
To better evaluate the decomposition kinetics at various heating conditions and scales, which are necessary as fundamentals to predict the catalytic effects of the MOs on the PLA decomposition, we have extracted phenomenological rate parameters using a numerical pyrolysis software – ThermaKin.20 ThermaKin solves the mass and energy conservation equations numerically for one or two dimensional objects exposed to external (convective and/or radiative) heat. In this study, we use the thermally thin mode to simulate the thermal degradation processes inside the STA furnace. The material of the object (sample) is described by multiple components, which may interact chemically and physically. The neat PLA and PLA/MOs kinetics were characterized using the methodology reported in our recent publications.23 This methodology has been successfully applied to reproduce TGA and DSC signals of 15 non-charring and charring polymers.23,24 The resulting kinetic parameters were also shown to predict gasification or burning rates of these polymers at a wide range of thermal conditions.23–26
In the previous study, neat PLA was tested using STA and the kinetics of its decomposition was modeled using two consecutive first order reactions.23 One more reaction was employed to describe melting (Tmelt = 425 K). This was done to use a minimum number of parameters to describe the entire time-resolved TGA and DSC curves. The kinetics of those reactions are parameterized with Arrhenius parameters (Ax, Ex represent decomposition reaction x; while Am, Em represent the melting) listed in Table 1. The value of the θx is calculated by the instantaneous mass (at the end stage of the reaction x) over its initial mass. Note that the θx, obtained directly from the TGA experiments, corresponds to the remaining condensed phase residue yielded in the reaction x. Those parameters are initially estimated using simple analytical expressions27 and then changed in small increments following the rules summarized in the previous studies until agreements with the experiment is reached (based on preset coefficient of determination and visual comparison). Each model reaction corresponds to tens or, perhaps, hundreds of elementary chemical processes operating within the same range of temperatures.
| Polymer | A1 (s−1) | E1 (kJ mol−1) | θ1 | A2 (s−1) | E2 (kJ mol−1) | θ2 | A3 (s−1) | E3 (kJ mol−1) | θ3 | Am (s−1) | Em (kJ mol−1) |
|---|---|---|---|---|---|---|---|---|---|---|---|
| PLA | 1.68 × 1018 | 245 | 0.1 | 4.58 × 106 | 126 | 0.4 | N/A | N/A | N/A | 6.0 × 1040 | 355 |
| PLA + Fe2O3 | 1.80 × 1038 | 436 | 0.14 | 4.58 × 106 | 126 | 0.5 | N/A | N/A | N/A | 6.0 × 1040 | 355 |
| PLA + Bi2O3 | 1.34 × 1018 | 207 | 0.38 | 2.85 × 1015 | 205.5 | 0.37 | 4.58 × 106 | 126 | 0.72 | 6.0 × 1040 | 355 |
| PLA + CuO | 1.68 × 1018 | 245 | 0.1 | 4.58 × 106 | 126 | 0.4 | N/A | N/A | N/A | 6.0 × 1040 | 355 |
The MOs do not affect the phase transition as evident from DSC curves in Fig. 7 (enlarged temperature range in the left corner). The kinetic parameters describing the melting were reported previously.23 For all the PLA composites, MOs are found to affect the thermal degradation process significantly, which is apparent in both the TGA and DSC measurements. The impact of MOs on the kinetics of decomposition is quantified through changes in the parameters of the first (major) reaction. The kinetic parameters are summarized in Table 1. With the exception of PLA/Bi2O3, the decomposition of all composites can be described by two consecutive reactions. The kinetics of the second reaction remain unaffected by the addition of MOs. In the case of PLA/Bi2O3, the thermal decomposition process consists of three consecutive reactions reflecting a more complex DTG signal. It has been widely concluded that the thermal decomposition of pure PLA is a one-stage reaction that involves the loss of ester groups in pure nitrogen28 and air,29,30 consistent with our observations for neat PLA and PLA/CuO in this study. Other researchers have also observed multiple reaction steps with the addition of other catalysts,6 although little information on mechanism is available. Our speculation for the existing second peak is that part of the PLA remains unaffected by the catalytic Bi2O3 during the first decomposition step, and it decomposes as neat PLA at a higher temperature to form the second peak. Further investigation is required to validate this hypothesis.
For all the materials, the solid lines in Fig. 8 represent the numerical simulation results from the ThermaKin. All the simulation results fit the experimental data well and the calculated coefficients of determination of the experimental data and the fitted curves are all above 0.9.
The Heat Release Rate (HRR) is measured by MCC, as shown in the Fig. 9. The heat release rate curves for all the PLA/MOs composites match the reaction peaks of TGA and DSC qualitatively but not quantitatively with respect to their peak temperatures. The corresponding heat release rate peaks in Fig. 9 for all the samples shift to a higher temperature by approximately 27–28 K compared to the DTG and DSC results in Fig. 6 & 7.
This temperature difference is caused by the relatively higher heating rate (60 K min−1) utilized in the MCC compared to the heating rate (10 K min−1) in the STA test. The integral of the heat release rate, which accounts for the heat of combustion of the gaseous decomposition products, is approximately equal for all tested samples yielding 19.5 ± 0.8 kJ g−1. Therefore, all of the these three types of 1 wt% PLA/MOs affect the thermal degradation processes only in the condensed phase but have no effect on the heat of combustion.
The complete heats of combustion for the PLA/MOs composites have been measured by MCC, in which 1 wt% MO additive catalyzes the thermal degradation processes differently in the condensed phase, and moreover, have negligible effect on the complete combustion heat in the gas phase as expected. PLA/MOs decomposition was then quantatatively analysed to extract Arrhenious parameters for the decomposition kinetics, which offers possible explanations and predictions to evaluate thermal decompostion kinetics at other heating rate conditions.
Footnote |
| † Electronic supplementary information (ESI) available. See DOI: 10.1039/c5ra19303f |
| This journal is © The Royal Society of Chemistry 2015 |