Literature DB >> 34325505

Core-Shell Microcapsules from Unpurified Legume Flours.

Xiufeng Li1, Jasper van der Gucht1, Philipp Erni2, Renko de Vries1.   

Abstract

Plant-based ingredients are key building blocks for future sustainable advanced materials. Functionality is typically higher for highly purified plant-based ingredients, but this is at the expense of their sustainability value. Here, a method is introduced for creating a soft functional material, with structural elements ranging from the nanometer to the millimeter scale, directly from legume flours. Globulins from soy and pea flours are extracted in their native state at acidic pH and mixed with gum arabic, resulting in liquid-liquid phase separation into a dilute phase and a viscoelastic complex coacervate. Interfacial tensions of the coacervates, determined via AFM-based probing of capillary condensation, are found to be very low (γ = 48.5 and 32.3 μN/m for, respectively, soy and pea), thus promoting the deposition of a shell of coacervate material around oil droplets. Despite the complex nature of the starting material, the dependence of interfacial tensions on salt concentrations follows a scaling law previously shown to hold for model complex coacervates. Curing of the coacervate material into a strong and purely elastic hydrogel is shown to be possible via simple heating, both in bulk and as a shell around oil droplets, thus providing proof of principle for the fabrication of precise core-shell microcapsules directly from legume flours.

Entities:  

Keywords:  AFM; complex coacervation; core−shell capsule; encapsulation; interfacial tension; plant protein

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Year:  2021        PMID: 34325505      PMCID: PMC8397242          DOI: 10.1021/acsami.1c06896

Source DB:  PubMed          Journal:  ACS Appl Mater Interfaces        ISSN: 1944-8244            Impact factor:   9.229


Introduction

For future sustainable materials, increasing attention is being directed to plants as a source of raw starting material.[1−4] Either these can be converted into biobased chemicals via microbial fermentation, such as fuel from biomass conversion,[5,6] or one can try to directly utilize polymers from plants to fabricate plant-based materials for medical applications, functional coatings, drug delivery, food, and nutrition.[7−9] One of the challenges with the latter approach is the complexity of plant-based ingredients. For clear structure–property relations and rational material design, one would expect that it would be the best to work with purified plant polymers, but extracting pure polymers from raw plant-based ingredients is both complex and costly.[10] Additionally, and may be even more importantly, such purification efforts use only part of the plant materials and often require substantial water and energy. Hence, they are at odds with the sustainability value of plant-based materials. Therefore, there is an urgent need for more sustainable methods to extract the target ingredients from plants[11] or easier ways to create well-defined functional materials starting directly from raw plant materials.[12,13] A case in point is core–shell microcapsules, which consist of a polymer shell with a cargo encapsulated as the core. They have a wide range of applications in pharma, food, and personal care.[14−16] One of the approaches to fabricate core–shell microcapsules is via coacervation: liquid–liquid phase separation in polymer solutions where one of the phases is highly concentrated in the polymer and the other phase is extremely dilute in the polymer. The concentrated coacervate phase typically still contains a significant fraction of solvent and hence has a very low interfacial tension with the excess phase. As a consequence, coacervates typically wet a wide range of materials. By slowly moving from the one-phase region into the two-phase region, it is possible to deposit a coacervate shell around, for example, oil droplets. Core–shell capsules are created by subsequently curing such coacervate liquid shells into an elastic material.[17] A specific case of coacervation is complex coacervation, where electrostatic attraction between oppositely charged polymers drives coacervation. These phenomena were first systematically studied by De Jong and Bungenberg in 1932[18] and have since then been investigated for many types of mixtures of oppositely charged water-soluble macromolecules, such as proteins, colloids, and polysaccharides.[19] As for coacervates in general, complex coacervates have a high polymer content (typically between 10 and 40% w/w) while remaining liquid. They have very low interfacial tensions with their excess phases (of order 100 μN/m).[20] These features make complex coacervates appealing not only to fabricate core–shell capsules for drugs, nutrients, and flavors,[21] but also, for example, as underwater adhesives and coatings.[22] For many applications of core–shell microcapsules, naturally sourced polymers (proteins and polysaccharides) are preferred if they can provide the same functionalities as their counterparts from synthetic routes.[23] However, often, the latter is not the case. Nevertheless, gelatin has been widely used at an industrial scale for core–shell microcapsules fabricated via complex coacervation.[17] For reasons of sustainability and consumer preference, many researchers are now attempting to use just plant-based proteins and polysaccharides for fabricating core–shell microcapsules via complex coacervation. Indeed, several plant proteins, such as soy, pea, canola, and flaxseed proteins, show the potential to form complex coacervates with a variety of polysaccharides, for instance, gum arabic, alginate, chitosan, and pectin.[24,25] However, using plant proteins to formulate complex coacervates at a large scale, for use in industrial applications, is still challenging.[9] Challenges include the often rather poor solubility of commercial protein isolates from major plant protein sources, such as leguminous plants, and their low functionality, which is at least in part due to current plant protein purification methods, that lead to a large degree of protein denaturation and aggregation. Hence, they are often difficult to dissolve down to the single protein level, which is essential for obtaining homogeneous complex coacervates rather than coprecipitates. In a recent study,[10] Tanger et al. compared three commonly used extraction methods for pea proteins: alkali extraction followed by isoelectric precipitation, micellar precipitation, and salt extraction followed by dialysis. They show that both solubilization and precipitation steps have an impact on the protein conformation. Proteins are denatured in the solubilization step, while irreversible and reversible aggregation occurs at the precipitation step. Alkali extraction with isoelectric precipitation is the most efficient and common method in industry.[26] However, the isoelectric precipitation causes most irreversible aggregates, as also reported elsewhere.[27] The other two methods use the salting-in effect, which dissolves proteins under high salt conditions. For micellar precipitation, the solution with high salt concentration is quickly diluted in cold water, and proteins tend to form micelles and precipitates. These proteins can be resolubilized at a high salt concentration, which is not favorable for complex coacervation. The last one is the mildest method among the three, but the dialysis step takes much longer time and costs more, which make this method often only used in laboratories but less preferred in industry. Not surprisingly, therefore, many studies on complex coacervation of plant proteins and polysaccharides have been performed not with industrially available protein isolates but rather with plant proteins purified to a high degree using more gentle laboratory-scale methods.[28−30] Since many of these studies have been motivated by practical/technical/medical applications, so scalability is an important aspect, which our work presented here addresses. Understanding the effect of compositional parameters, extraction pathways, and physicochemical interactions on the structural and mechanical characteristics of the resulting coacervates is a key for the rational design of coacervate capsules that are suitable as delivery systems in the applications outlined above. The main innovation we present here, to allow for core–shell capsule formation directly from legume flours, is to use acid extraction of the proteins from the legume flour rather than alkali extraction. The latter inevitably leads to protein denaturation that is incompatible with the formation of homogeneous complex coacervates. In the acidic environment, the plant proteins can directly form complex coacervates with weakly anionic polymers, such as gum arabic.[31] Globulins, the main fraction from leguminous seed proteins, carry positive net charges below their isoelectric points (mostly below 5), and most polysaccharides are anionic polymers in a wide pH range. Thus, the narrow window for their complex coacervation is typically located at low pH. Furthermore, by never exposing the proteins to pH close to their isoelectric point (around pH 5), they retain their native and soluble state suitable for making homogeneous complex coacervates. In view of their extremely low interfacial tensions, quantitation of the interfacial behavior of complex coacervates, which is crucial for their application in core–shell microcapsule fabrication, is challenging. Previously, it has been shown that colloidal probe atomic force microscopy (CP-AFM) allows for a detailed analysis of the capillary condensation of model coacervates. This capillary condensation occurs in the nanoscale gap between colloids and a nearby macroscopically flat surface.[20,32−34] Surprisingly, we find that the CP-AFM technique works equally well for the highly impure mixtures that we use here. As methodological innovation, we show that dissipation due to coacervate viscosity makes a non-negligible contribution to the force at finite retraction speeds, and we show how to correct for this effect to obtain more accurate determinations of the coacervate interfacial tensions.

Results and Discussion

We choose two industrial legume crops, soy and pea, as representative plant protein sources to show suitability of the processing methodology for the variability coming with different protein sources. First, we show that neither commercial pea and soy protein isolates nor proteins alkali-extracted from pea and (defatted) soy flour are suitable for making homogeneous complex coacervates with gum arabic. Next, we analyze in detail the acid extraction of proteins from pea and soy flours, study complex coacervation of the extracted proteins with gum arabic, and study the interfacial properties as well as the mechanical properties of the coacervates (both before and after heating). Finally, we demonstrate core–shell microcapsule formation and the successful heat-induced curing of the shells.

Comparison Study on Complex Formation

While, in principle, one could try to make complex coacervates at either side of the isoelectric point of plant proteins (around pH 5 for the pea and soy proteins that we consider here), in practice, one is limited by the availability of suitable polysaccharides that have opposite signs of the charge (as compared to the proteins) at these pH values. Quite a few plant polysaccharides are available (such as gum arabic or pectins) that still have a weak negative charge at low pH, say at pH 3. These are ideal for complex coacervate formation with the pea and soy proteins that are positively charged at low pH. Here, we use gum arabic, which has been very well-characterized with respect to its complex coacervation behavior with proteins at low pH.[19] Note that weakly charged rather than highly charged polysaccharides are optimal, since the latter induces solid–liquid phase separation (or precipitation) rather than liquid–liquid phase separation (or complex coacervation).[19,35] At higher pH values, above the isoelectric point of the plant proteins, the proteins are negatively charged. Very few polysaccharides exist that are weakly positively charged at relatively high pH, as required to form complex coacervates with plant proteins, which are negatively charged at pH values above their isoelectric points. One of the few that is available is chitosan, which is a chemically modified version of the natural polysaccharide chitin. However, chitosan is only soluble at pH values below about 6.[36] This then leaves a rather narrow window of pH values, in between the solubility limit of chitosan and the isoelectric point of the plant proteins, where complex coacervates of chitosan and plant proteins may potentially form. For exploring complex coacervation of pea and soy proteins above their isoelectric point, we here use chitosan at pH 5.8, a pH in between the pea and soy protein isoelectric point and the solubility limit of the chitosan. In addition, although polysaccharides can still interact with proteins close to the isoelectric point, their weak interactions usually lead to the formation of soluble complexes even if the protein can still exhibit high solubility.[37] Therefore, the pH range close to the isoelectric point is not considered in our study. First, we study the complexation behavior of commercial isolates of pea and soy protein. As shown in Figure S1, the commercial protein isolates are not completely soluble, neither at pH 3 nor at pH 5.8: the solutions remain turbid. Microscopy images of mixtures of these protein dispersions at pH 3 with gum arabic and mixtures of the protein dispersions at pH 5.8 with chitosan are shown in Figure S2. For both cases, we observe solid precipitates rather than liquid complex coacervates. This may very well be related to the presence of the larger protein aggregates that will have very different complexation behaviors with the polysaccharides as compared to molecularly dispersed proteins. Next, we compare the complexation with these commercially available protein isolates to proteins directly extracted from soy and pea flours. We again consider the two cases of positively charged proteins at pH 3 and negatively charged proteins at pH 5.8. First, we use alkali extraction (at pH 8) of proteins from soy and pea flour, followed by a change in pH to pH 5.8 to ensure (marginal) solubility of the oppositely charged chitosan. Figure A shows a typical example of alkali-extracted proteins complexing with chitosan at pH 5.8: we find the formation of solid precipitates that have little affinity for the water–oil interface. Next, we use acid extraction (at pH 3), followed directly by mixing with gum arabic. As shown in Figure B, for this case, we find complex coacervates that homogeneously wet the water–oil interface, to form core–shell capsules. The molecular weight and isoelectric point of the same proteins from different sources (commercial, alkali-extracted, and acid-extracted) are expected to be identical or close because they are essentially the same molecules. Here, their distinctive complexation behaviors with oppositely charged polymers were mainly affected by the extraction pathways, which influence the solubility of the proteins at the desired pH for complex formation.
Figure 1

Representative optical microscope images showing the complex formation and interfacial affinity of (A) alkali-extracted pea protein with chitosan at pH 5.8, (B) acid-extracted soy protein with gum arabic at pH 3. The oil phase was dyed with Oil Red O. The scale bar is 50 μm.

Representative optical microscope images showing the complex formation and interfacial affinity of (A) alkali-extracted pea protein with chitosan at pH 5.8, (B) acid-extracted soy protein with gum arabic at pH 3. The oil phase was dyed with Oil Red O. The scale bar is 50 μm.

Extraction Efficiency

Protein extraction efficiency is a key concern for industrial applications; hence, we compare the extraction efficiency of acid extraction at pH 3 with the more typically used alkali extraction. Results are given in Table . The protein yield from soy flour and pea flour is 53.9 and 43.2%, respectively. While for soy, this is similar to alkali extraction, protein extraction yields for alkali extraction applied to pea flour can be much higher than this.[39] The same authors do report for pea flour that similar extraction yields can be obtained for both alkali and acid extraction, if the extraction pH is lowered down to 1.5. We here choose not to do so, in order to not loose the advantage of not having to adjust pH, which would amount to an extra process step.
Table 1

Protein Yield from Extraction

typeprotein content in flour [%]protein content in extract [%]extracted protein from total protein content in flour [%]literature comparison [%]
Soy53.652.653.960–70 (from alkali extraction)[38]
pea11.629.943.280 (from alkali extraction)[39]

Complex Formation at Different Polymer Ratios

Optimal wetting at the oil–water interface occurs if the coacervate droplets approach electroneutrality (in terms of the charges in the oppositely charged macroions).[19,40] In view of the complex composition of our protein extracts, it is difficult to predict which composition will be the case. Therefore, we tested a wide range of polymer ratios. For both soy and pea flour extracts, we observe similar behaviors. Microscopy images are shown in Figures and S3. At low gum arabic content, we mainly observe small aggregates. As the ratio of gum arabic to protein extract increases, ever larger coacervate droplets appear until finally, at high gum arabic content, droplets become smaller again.
Figure 2

Micrographs of mixtures of soy extract and gum arabic with different polymer ratios at pH 3. These ratios are soy extract/gum arabic = (A) 1:0.1, (B) 1:0.3, (C) 1:0.5, (D) 1:0.7, (E) 1:1, (F) 1:1.5, (G) 1:2, and (H) 1:5. The scale bar is 200 μm.

Micrographs of mixtures of soy extract and gum arabic with different polymer ratios at pH 3. These ratios are soy extract/gum arabic = (A) 1:0.1, (B) 1:0.3, (C) 1:0.5, (D) 1:0.7, (E) 1:1, (F) 1:1.5, (G) 1:2, and (H) 1:5. The scale bar is 200 μm. The precise locations of the optimal ratios at pH 3 were determined more quantitatively by measuring the transmittance of samples (observed after a fixed waiting time) as a function of the gum arabic-to-protein extract ratio. The large complex coacervate droplets around the optimal ratio will sediment quickly such that a maximum in transmittance corresponds to the optimal ratio. Results are shown in Figure . It is found that the optimal weight ratio for soy extract/gum arabic is from 1:0.7 to 1:0.3 and from 1:0.3 to 1:0.1 for pea extract/gum arabic. The pea extract requires less gum arabic for complex coacervation because the pea extract has less protein than the soy extract. Furthermore, we noticed that the pea extract/gum arabic complex coacervate near its optimal ratios needed around 3 h to sediment, while for the soy extract/gum arabic complex coacervate, this only took half an hour, pointing to slower coalescence and smaller droplet size at optimal amounts of gum arabic for the case of the pea extracts.
Figure 3

(A) Mixed solutions of soy extract and gum arabic in different ratios (soy extract/gum arabic) at pH 3. (B) Measured transmittance (λ = 500 nm) as a function of polymer ratio. Circles and triangles represent soy and pea mixed solutions, respectively. Error bars show the standard deviation of triplicates, if invisible, error bars are smaller than symbols. The optimal ratios are highlighted in boxes. (C) Mixed solutions of the pea extract and gum arabic at pH 3 with their ratios being indicated in the same manner (pea extract/gum arabic).

(A) Mixed solutions of soy extract and gum arabic in different ratios (soy extract/gum arabic) at pH 3. (B) Measured transmittance (λ = 500 nm) as a function of polymer ratio. Circles and triangles represent soy and pea mixed solutions, respectively. Error bars show the standard deviation of triplicates, if invisible, error bars are smaller than symbols. The optimal ratios are highlighted in boxes. (C) Mixed solutions of the pea extract and gum arabic at pH 3 with their ratios being indicated in the same manner (pea extract/gum arabic).

Complex Formation at Different pH Values

The condition of electroneutrality and the resulting optimal mass ratio of course sensitively depends on pH, since this sets the charges on the macroions. To investigate pH dependence, we fix the mass ratio at the optimal value found for pH 3 and explore the pH dependence at this mass ratio. We find distinctly different behaviors for the two types of protein extracts. As shown in Figure , for the soy extract/gum arabic coacervate system, spherical coacervate droplets start appearing at pH 2.75. The droplets remain transparent and spherical up to pH 3.25. At pH values above pH 3.5, we observe solid aggregates coexisting with some (spherical and transparent) coacervate droplets. The coexistence of different types of complexes strongly suggests that in our protein extracts, different protein fractions (with different charge intensities and solubility properties[27,41]) may form segregated complexes. In contrast to the soy protein extracts, for the pea extracts, as shown in Figure , upon complexation with gum arabic, coacervate droplets start forming from pH 2.75, but this time, no obvious large aggregates are found until at least pH 5. Rather than being caused by differences in electrostatic interactions, we believe that the difference between the behavior of the two types of extracts is caused by differences in solubility of proteins in the extracts. As we show in Figure S4, the pH 3 soy protein extracts start showing precipitation when brought to pH 4, while for the pea protein extracts, this does not occur until at least pH 5.
Figure 4

Micrographs of soy extract/gum arabic complex coacervate at different pH values (A) 2.43, (B) 2.75, (C) 3, (D) 3.25, (E) 3.5, (F) 3.75, (G) 4, and (H) 5. The scale bar is 50 μm.

Figure 5

Micrographs of pea extract/gum arabic complex coacervate at different pH values (A) 2.5, (B) 2.75, (C) 3, (D) 3.25, (E) 3.5, (F) 3.75, (G) 4, and (H) 5. The scale bar is 50 μm.

Micrographs of soy extract/gum arabic complex coacervate at different pH values (A) 2.43, (B) 2.75, (C) 3, (D) 3.25, (E) 3.5, (F) 3.75, (G) 4, and (H) 5. The scale bar is 50 μm. Micrographs of pea extract/gum arabic complex coacervate at different pH values (A) 2.5, (B) 2.75, (C) 3, (D) 3.25, (E) 3.5, (F) 3.75, (G) 4, and (H) 5. The scale bar is 50 μm. As shown in Figure A, we have also determined coacervate yields and the total (bio)polymer content of the coacervates as a function of pH. We find that starting from low pH, both increase up to pH 3 and then stay roughly constant. For both the soy and pea protein extracts, the total polymer content in the coacervates reaches a maximum of around 20%, which is similar to values reported for many other coacervate systems consisting of proteins from animal sources[42] or synthetic polymers.[22] The coacervate yield is much higher for coacervates of gum arabic with the soy than with the pea protein extracts (Figure A); hence, the coacervates with the pea protein extracts feature significantly more biopolymer dissolved in the continuous phase. Presumably, this reflects both the higher protein solubility and the lower fraction of protein extracted for the case of pea.
Figure 6

Coacervate yields (A) and polymer contents in coacervates (B) as a function of pH. Coacervate yields are determined by the mass of polymers in coacervates divided by the total polymer mass in solutions. Polymer contents are obtained by the mass of polymers in coacervates divided by the total coacervate mass. Circles and triangles represent soy and pea extract/gum arabic coacervates, respectively. Error bars show the standard deviation of triplicates.

Coacervate yields (A) and polymer contents in coacervates (B) as a function of pH. Coacervate yields are determined by the mass of polymers in coacervates divided by the total polymer mass in solutions. Polymer contents are obtained by the mass of polymers in coacervates divided by the total coacervate mass. Circles and triangles represent soy and pea extract/gum arabic coacervates, respectively. Error bars show the standard deviation of triplicates.

Protein Composition

To investigate which protein fractions are extracted and contribute to complex coacervation at the optimal polymer ratios and pH, polyacrylamide gel electrophoresis (SDS-PAGE) was used to study soy and pea extracts, as well as their coacervates with gum arabic (Figure ). Glycinin and β-conglycinin are two major components of soy globulins, and these two components together take up around 60% of the total soy protein content.[38] They are found in both the soy extracts and the coacervates, with no apparent change in their relative abundance. In pea protein fractions, globulins take up 70–80% of the total protein content.[26] Globulins in pea consist of three main fractions: legumin, vicilin, and convicilin. All are found in the pea protein extracts and in the coacervates. As is clear from Figure , also for pea, the relative abundance of the proteins appears to be essentially the same in the protein extract and in its coacervates. Hence, all major protein fractions from soy and pea flours are successfully extracted and efficiently used in complex coacervation in our process.
Figure 7

SDS-PAGE of the pea extract, pea extract/gum arabic complex coacervate (left) and the soy extract, soy extract/gum arabic complex coacervate (right).

SDS-PAGE of the pea extract, pea extract/gum arabic complex coacervate (left) and the soy extract, soy extract/gum arabic complex coacervate (right).

Salt and Concentration Dependence of Interfacial Tension

After studying the complex coacervation behavior of the soy and pea extracts with gum arabic, we next focus on the major physical property determining core–shell capsule formation: the extremely low interfacial tensions γ of the coacervates with their excess phases which typically leads to full wetting of coacervates at oil–water interfaces.[43] In addition to viscous forces and external flow, it is this interfacial tension that largely determines the capsule size and morphology.[17,44] However, because of their extremely low values, measuring γ between coacervate phases and their coexisting aqueous phases is difficult. In recent years, several creative techniques[17,20,32−34,45,46] have been developed to measure the extremely low γ of coacervates. We here use the CP-AFM-based method developed by Sprakel et al., which has also been adopted by other groups.[33,34] Details of the technique are explained elsewhere,[20,32,34] but in brief, a coacervate bridge is formed between the colloid probe and substrate by either capillary condensation in the polymer dilute phase or by direct contact with a substrate precoated with coacervates. A schematic is shown in Figure . In practice, retraction of the colloid probe increases the surface area of the capillary bridge and leads to an increase in the interfacial energy and a measurable force response, from which the surface tension can be inferred.
Figure 8

Artistic illustration of the capillary bridge geometry, with the complex coacervate condensed between the sphere and the substrate. Reproduced from ref (20) with permission from The Royal Society of Chemistry.

Artistic illustration of the capillary bridge geometry, with the complex coacervate condensed between the sphere and the substrate. Reproduced from ref (20) with permission from The Royal Society of Chemistry. So far, this technique has been applied to relatively well-defined model systems. Here, we show that it is also very suitable to precisely measure interfacial tensions in our more complex mixed systems. We follow Sprakel et al. in using capillary condensation as our means of creating the capillary bridges: these form spontaneously when immersing the colloid probe in the excess phase that surrounds the dense coacervate droplets and bringing the colloid probe close to the interface. First, we perform controls to rule out forces due to mechanisms other than capillary bridge formation, following the same reasoning as Sprakel et al. and Spruijt et al.[20,32] No bridging is found in solutions with either only gum arabic or only protein extract due to the absence of phase separation in those cases. Next, the range of the attraction range found for mixtures of gum arabic and protein extracts (100 nm) is many times that of interactions such as a depletion interaction.[47] Similarly, van der Waals attractions are ruled out because no hysteresis is observed in pure water or salt solutions. Hence, we conclude that the long-range attractions we observe in mixtures of gum arabic and extracts of soy and pea proteins can be attributed to the capillary bridge. Next, we have measured force–distance curves for soy and pea extract/gum arabic coacervates for a wide range of retraction rates (from 0.1 to 5 μm/s) and four salt concentrations (0, 30, 60, and 90 mM). Results for soy extract/gum arabic coacervates are shown in Figure . For the equivalent results for pea extract/gum arabic coacervates, see Figures S5 and S6. Two features are very prominent in Figure : the magnitude of the force strongly decreases with increasing salt concentrations and the magnitude of the force also increases significantly with increasing retraction rates.
Figure 9

Retraction force–distance curves of soy extract/gum arabic coacervates at different retraction rates (from 0.1 to 5 μm/s) and different salt concentrations, (A) 0, (B) 30, (C) 60, and (D) 90 mM.

Retraction force–distance curves of soy extract/gum arabic coacervates at different retraction rates (from 0.1 to 5 μm/s) and different salt concentrations, (A) 0, (B) 30, (C) 60, and (D) 90 mM. The former behavior is expected, as the salt screens the electrostatic interactions that drive coacervate formation. Too much salt eventually leads to the disappearance of the coacervates and hence to a vanishing surface tension. A rate dependence of the force has been reported before,[34,45] while in other cases, no dependence on retraction rates was found. It was already pointed out before[17] that at high retraction rates, the bulk coacervate viscosity will make a rate-dependent contribution to the force response that cannot be neglected. Hence, we have modified the analysis of the force curves to also account for the (rate-dependent) effect of coacervate viscosity on the observed forces. First, peak forces F are plotted against retraction rates for different salt concentrations (Figure A). Two regions can clearly be distinguished: at low retraction rates (<0.4 μm/s), F increases linearly. At high rates (>0.4 μm/s), curves start to level off. We observe that this trend is similar to what is observed for a shear thinning fluid behavior obtained using macroscale rheology, with the slope of the force versus rate curve representing viscosity. Hence, by analogy, we identify the low retraction rate regime as the linear, Newtonian regime.
Figure 10

(A) Peak forces as a function of retraction rates for soy extract/gum arabic coacervates at different salt concentrations, error bars show the standard deviation of 20 measurements. (B) Zoom-in figure of panel A at low retraction rates (from 0.1 to 0.4 μm/s) with linear fits. (C) Normalized interfacial tensions of soy (circles) and pea (triangles) extract/gum arabic coacervates as a function of the normalized separation from their critical salt concentrations, soy (151 mM) and pea (160 mM). The solid line is a power law fit with an exponent of 3/2 as predicted by Spruijt et al.[20]

(A) Peak forces as a function of retraction rates for soy extract/gum arabic coacervates at different salt concentrations, error bars show the standard deviation of 20 measurements. (B) Zoom-in figure of panel A at low retraction rates (from 0.1 to 0.4 μm/s) with linear fits. (C) Normalized interfacial tensions of soy (circles) and pea (triangles) extract/gum arabic coacervates as a function of the normalized separation from their critical salt concentrations, soy (151 mM) and pea (160 mM). The solid line is a power law fit with an exponent of 3/2 as predicted by Spruijt et al.[20] To eliminate the viscosity effect which depends on retraction rates, we obtain the peak force F for the zero retraction rate using a linear fit (Figure B). When the retraction rate is zero, the peak force F solely comes from the interfacial tension γ. Furthermore, for simplicity, we assume that the peak force F occurs at zero separation (S = 0) for all measurements. A well-known solution[33] for the sphere-plate geometry iswhere R is the probe radius and θ is the contact angle between coacervates and the substrate. We assume that the contact angle is small and cos θ ≈ 1, since the coacervates wet both the substrate and probe. Interfacial tensions γ of soy and pea extract/gum arabic coacervates are calculated from eq . We find that the soy and pea extract/gum arabic coacervates have, respectively, γ = 48.5 and 32.3 μN/m in the absence of salt. As expected, with increasing salt concentration, the interfacial tensions decrease and eventually vanish (Figure C). The salt dependence of model–complex coacervates has previously been explained semiquantitatively using the Voorn-Overbeek model for bulk coacervates and a Flory-Huggins-like expression for the interfacial tension of polymer solutions by Spruijt et al.[20] (and elaborated by Qin et al.[48]). The main prediction is that the interfacial tension should vanish at increasing salt concentrations according to a power law with an exponent 3/2. The critical salt concentrations (soy: 151 mM and pea: 160 mM) determined via using this scaling exponent are very consistent with observations on bulk coacervate samples, soy and pea extract/gum arabic complex coacervate solutions become transparent above their critical salt concentrations. It is surprising that this model also very nicely captures the salt dependence of the interfacial tension for our multicomponent complex coacervates with crude soy and pea protein extracts.

Heat-Induced Cross-Linking of Coacervates

The ultralow interfacial tensions of the coacervates favor the wetting of the coacervates at the oil–water interface and the formation of a continuous layer. For actual applications of coacervate core–shell particles as microcapsules, usually a curing step is needed in which the coacervate material is solidified.[17] The solidification is necessary to prevent the microcapsules from agglomerating and to enhance their stability. Many globular proteins exhibit thermal gelation, and in the present case, this can be used as a clean-label strategy for microcapsule curing. We first study the thermal gelation behavior of bulk soy and pea extract/gum arabic coacervates and their mechanical properties by macroscale rheology. Figure A shows a typical measurement of the linear viscous and elastic moduli G″ and G′ during heating and subsequent cooling of the protein–polysaccharide complex coacervates. At 20 °C, the complex coacervate remains liquid, with G″ being higher than G′. This is in fact a desired property for coacervates to be applied as coatings. At the start of the heating process, both G″ and G′ first decrease, further enhancing the spreading of the coacervates at interfaces. At a temperature between 40 and 60 °C, the elastic moduli G′ finally exceed the viscous moduli G″, and the coacervates have gelled. Both G′ and G″ reach plateau values at 80 °C. After cooling, the elastic modulus G′ is around 105 Pa, which is 1 order of magnitude larger than the viscous modulus G″. Hence, we find that heat-induced gelation is a potentially convenient process to cure the coacervates, since this forms strong and irreversible gels.
Figure 11

(A) Evolution of the linear viscoelastic properties upon imposing a typical temperature ramp. A representative temperature ramp on soy extract/gum arabic coacervates at pH 3. Open and solid symbols represent loss modulus (G″) and storage modulus (G′), respectively. Orange and blue colors indicate the heating and cooling process, respectively. The inset shows an example of the cross-linked coacervate probed using a 25 mm cone-plate geometry on a rheometer. (B) G′ of soy (circles) and pea (triangles) extract/gum arabic coacervates before (open) and after (filed) cross-linking. The red color indicates that the samples have G′ > G″ even before cross-linking. (C) Strain amplitude sweep experiments of soy extract/gum arabic coacervates at different pH values after cross-linking. (D) Strain-at-break as a function of pH. Soy and pea extract/gum arabic coacervates are represented by circles and triangles, respectively. Error bars are corresponding to the widths of the strain-at-break peaks (ΔG′/Δγ) at half prominence.

(A) Evolution of the linear viscoelastic properties upon imposing a typical temperature ramp. A representative temperature ramp on soy extract/gum arabic coacervates at pH 3. Open and solid symbols represent loss modulus (G″) and storage modulus (G′), respectively. Orange and blue colors indicate the heating and cooling process, respectively. The inset shows an example of the cross-linked coacervate probed using a 25 mm cone-plate geometry on a rheometer. (B) G′ of soy (circles) and pea (triangles) extract/gum arabic coacervates before (open) and after (filed) cross-linking. The red color indicates that the samples have G′ > G″ even before cross-linking. (C) Strain amplitude sweep experiments of soy extract/gum arabic coacervates at different pH values after cross-linking. (D) Strain-at-break as a function of pH. Soy and pea extract/gum arabic coacervates are represented by circles and triangles, respectively. Error bars are corresponding to the widths of the strain-at-break peaks (ΔG′/Δγ) at half prominence. We have also investigated the influence of pH on gel strength. Results are shown in Figure B. Before heating, the G′ of pea extract/gum arabic coacervates is slightly higher than that of the soy extract/gum arabic coacervates. When increasing the pH, the elastic moduli G′ of both coacervates increase and start exceeding the viscous moduli G″ for pH > 3.5 for the soy protein extracts and for pH > 3.25 for the pea extracts. This is the result of enhanced electrostatic interactions and decreasing solubility of the protein components. This pH-induced liquid-to-solid transition could be used as an initial solidification step for the coacervate phase. After cross-linking, the final G′ of both coacervates at each pH is more than 2 orders of magnitude larger than their initial strength. Disulfide bridge formation (between thiol groups of cysteine residues) may play a role in determining the strength of heat-induced gels of globular proteins. We speculate that the higher elastic moduli G′ of the cured soy extract/gum arabic coacervates as compared to those for pea is due to the higher cysteine content of the soy proteins, as compared to the pea proteins.[49] Nevertheless, our speculation is not definitive considering the complex nature of the coacervate systems in our work. Alting et al. have shown that strong gels can be formed even in the absence of any disulfide bridges.[50] Therefore, the exact gelation mechanism still requires further study. The nonlinear rheology, in particular, the fracture behavior, is also a key property determining the usefulness of these coacervates for core–shell microcapsules. Typical strain sweeps of (heated) soy extract/gum arabic coacervates are shown in Figure C. The critical strains for both soy and pea extract/gum arabic coacervates are summarized in Figure D. We find that soy extract/gum arabic coacervates have better fracture resistance than pea extract/gum arabic coacervates at pH 2.75 and 3. Their fracture resistance decreases with increasing pH. In contrast, for pea extract/gum arabic coacervates, the critical strains for fracture are relatively pH-independent. This difference may very well be due to the lower solubility of the soy proteins (Figure S4). Indeed, the soy protein precipitates that are formed at higher pH values might concentrate stresses in the hydrogels that promote fracture. On balance, we conclude that increasing pH after coacervate spreading at oil–water interfaces may provide a way to obtain yet more rigid capsules after heating, although for the case of soy, this may be at the expense of the fracture strength.

Capsule Morphology and Stability

Finally, we present preliminary results on microcapsules prepared using the soy and pea protein flours. Capsule morphology before heat-induced cross-linking was observed using confocal laser scanning microscopy (CLSM). Figure A and B shows three-dimensional reconstructions of oil droplets encapsulated by soy extract/gum arabic coacervates. A thick coacervate layer (a few micrometers) around oil droplets can clearly be recognized (Figure A). From Figure B, which emphasizes the internal structure of the capsules, it is clear that some capsules can have multiple oil cores. Although not explored here, the capsule size and core density could be further controlled by tuning the coacervate viscosity and flow applied during capsule formation.[17,51]
Figure 12

CLSM of the core–shell capsules made from soy extract/gum arabic coacervates. (A) Three-dimensional reconstruction of core–shell capsules formed around pH 3, scales are labeled on the rectangular box. (B) Capsules formed in the same condition as in panel A, and the MaxIP render mode was used to accentuate the internal structure of the capsules. Scales are labeled on the rectangular box. (C) Capsules before cross-linking at 200 mM NaCl. (D) Capsules after cross-linking at 500 mM NaCl. The light blue color corresponds to the oil phase, and dark blue represents the coacervate phase.

CLSM of the core–shell capsules made from soy extract/gum arabic coacervates. (A) Three-dimensional reconstruction of core–shell capsules formed around pH 3, scales are labeled on the rectangular box. (B) Capsules formed in the same condition as in panel A, and the MaxIP render mode was used to accentuate the internal structure of the capsules. Scales are labeled on the rectangular box. (C) Capsules before cross-linking at 200 mM NaCl. (D) Capsules after cross-linking at 500 mM NaCl. The light blue color corresponds to the oil phase, and dark blue represents the coacervate phase. Salt stability is a crucial parameter for the cured core–shell microcapsules. Before cross-linking (Figure C), soy extract/gum arabic coacervate capsules are dissolved in 200 mM NaCl after around 3 h, which is above the critical salt concentration determined from CP-AFM measurements. Only a small amount of proteins or gum arabic, which can act as emulsifiers, stay at the oil–water interface. In contrast, capsules cross-linked via heat-induced gelation remain stable at 500 mM NaCl for at least 3 h (Figure D). Furthermore, the cross-linked capsules also show good stability at neutral pH, for storage times of up to at least several weeks (Figure S7). Very similar results were found for capsules formulated with pea extract/gum arabic coacervates (Figure S8).

Conclusions

We have demonstrated a straightforward two-step approach to formulate plant-based complex coacervates, directly using legume flours rather than protein isolates. We find that the soluble proteins can be effectively extracted from legume flours in an acidic environment and spontaneously form complex coacervates in this acidic environment after adding weakly negatively charged polysaccharides such as gum arabic. In line with the sustainable formulation of the coacervates, we demonstrate that simple heating is enough to cure core–shell capsules prepared with these coacervates, and no chemical cross-linking is necessary. In conclusion, we show that the sustainable fabrication of advanced microstructures is possible starting from raw ingredients and that resource intensive purification of plant biopolymers is not a prerequisite for creating such structures.

Experimental Section

Materials

Soybean flour (S9633), Nile blue A perchlorate (370088), oil red O (O0625), gum arabic (51198), chitosan (448869), and (R)-(+)-limonene (97%, 183164) were bought from Sigma-Aldrich. Pea flour (yellow pea) and a medium-chain triglyceride (NEOBEE M-5) were gifts from AM Nutrition and Stepan Company, respectively. In the comparison test, the soy protein isolate (SUPRO) was bought from Solae and the pea protein isolate (NUTRALYS F85) was bought from Roquette. Sodium metabisulfite (97%+) was bought from Acros Organics. HCl and NaOH (1 and 0.1 N) solutions purchased from Merck were used to control pH. Milli-Q water was used in all experiments.

Protein Extraction and Yield Determination

Typically, a mixture of 10% w/w soy or pea flour with sodium metabisulfite (15 mM) (prevent disulfide aggregates)[27] was prepared in demineralized water (100 mL). pH was adjusted to 2.7 with 1 M HCl, and the mixture was then vigorously stirred for 1 h. pH was controlled between 2.7 and 2.9 during this process. The resulting mixture was centrifuged at 10,000g for 30 min and the supernatant was collected, which contains soluble components (mostly protein and carbohydrate) from the corresponding flour. The supernatant was then freeze-dried for storage and later use. The nitrogen content of flours and extracts was measured by the Dumas method. A general nitrogen-to-protein conversion factor of 6.25 was used to calculate the protein content for both soy and pea.

Optimal Ratio Determination

The optimal ratios for soy and pea extract/gum arabic complex coacervates at pH 3 were determined by sweeping a wide range of polymer ratios. Specifically, for soy extract/gum arabic complex coacervates, a stock solution of soy extracts (pH 3, 0.005 g/mL) was prepared. We mixed the soy stock solution (10 mL) with gum arabic solutions (10 mL, pH 3) with different concentrations (0.0005, 0.0015, 0.0025, 0.0035, 0.005, 0.0075, 0.01, 0.025, and 0.05 g/mL). The final concentration of soy extracts was kept constant for all samples. The mixed solutions were also controlled at pH 3. All samples were observed in both micro- and macroscopic ways. A bright-field light microscope was used to check the mixed solutions. We transferred each sample (2 mL) into cuvette cells and left them to stand still for around 30 min. After that, the turbidity of the solutions was determined by the transmittance of a visible light (λ = 500 nm) measured using a spectrophotometer (evolution 220 Thermo Scientific). For pea extract/gum arabic complex coacervates, mixed solutions were prepared in the same manner but in different concentrations. We mixed the pea extract stock solution (10 mL, pH 3, 0.02 g/mL) with gum arabic solutions (10 mL, pH 3) with different concentrations (0.001, 0.0014, 0.002, 0.006, 0.01, 0.014, 0.02, 0.04, and 0.1 g/mL). Moreover, longer waiting time for transmittance measurements was required for pea samples, which was around 3 h.

Optimal pH Determination

The optimal pH for soy and pea extracts forming complex coacervates with gum arabic was determined at the following fixed polymer ratios: soy extract/gum arabic = 1:0.7 and pea extract/gum arabic = 1:0.3. Their total polymer concentrations were kept constant (11.9 mg/mL). Stock solutions of soy extract, pea extract, and gum arabic were prepared at pH between 2.4 and 2.5. After mixing, solutions were in these two fixed ratios, we slowly increased the pH from 2.5 to 2.75, 3, 3.25, 3.5, 3.75, 4, and 5. At each pH, microscopic images were taken. Furthermore, a total volume of 30 mL solutions for each pH were transferred to three centrifuge tubes with an equal volume. All samples were centrifuged at 4500 rpm at room temperature for 30 min. The coacervate phase was freeze-dried to determine the coacervate yield and polymer content. Finally, the solubility of individual soy and pea extracts (1 mg/mL) at different pH values (3, 3.5, 4, and 5) was studied.

SDS-PAGE

The protein composition of soy and pea extracts and their complex coacervates with gum arabic was studied by SDS-PAGE. Gel electrophoresis was conducted using commercial SDS/polyacrylamide gels (4–20% Mini-PROTEAN TGX precast gels, BioRad). Reference protein marker was purchased from BioRad. GelCode Blue Safe Protein Stain (Thermo Scientific) was used for staining.

CP-AFM and Salt Dependence of Interfacial Tensions

Force measurements were performed on an atomic force microscope (ForceRobot 300, JPK). An AFM cantilever with a spherical silica particle (d = 8 μm) was sealed in a liquid chamber by a rubber ring on a silicon wafer as the substrate. Both the AFM probe and substrate were cleaned via plasma and rinsed with water prior to measurements. Complex coacervates of soy and pea extracts with gum arabic were prepared at pH 3 and with fixed polymer ratios (soy extract/gum arabic = 1:0.7 and pea extract/gum arabic = 1:0.3). The total polymer concentration was kept constant and extremely low (1.1875 mg/mL). Different salt concentrations (0, 30, 60, and 90 mM) were tested for both coacervates. The chamber was filled with freshly prepared complex coacervate solutions and incubated about half an hour to reach equilibrium. Two surfaces (substrate and probe) were brought into direct contact (S = 0) as the reference height, which was used to determine the absolute separation. The probe and substrate were kept in contact for 10 s for capillary bridge nucleation and growth. The probe was retracted at different velocities ranging from 0.1 to 5 μm/s, and force distance curves were recorded. We conducted 20 measurements for each retraction velocity. The vertical tip position was calibrated from cantilever bending using the JPK data processing software. The cantilever deflection was converted to force using Hooke’s law, F = kΔx. k is the spring constant of the cantilever, which was calibrated by a contact-based method in air. In this study, the spring constant was 0.203 N/m.

Coacervate Cross-Linking and Rheology

Heat-induced cross-linking of soy and pea extract/gum arabic coacervates and their mechanical properties were studied by rheology. Complex coacervates of soy and pea extracts with gum arabic were prepared at their optimal ratios and various pH values (from 2.75 to 3.75). Rheological measurements were performed on an Anton Paar 501 rheometer equipped with a 25 mm cone-plate geometry and a Peltier temperature control unit. A solvent trap with tetradecane was used to prevent water evaporation. The continuous coacervate phase was obtained by centrifugation (4500 rpm, 30 min) and subsequently loaded on the rheometer. First, a temperature ramp was conducted to induce gelation, the temperature was increased from 20 to 80 °C in 1 h, kept at 80 °C for 5 min, and finally decreased to 20 °C with the same rate. G′ and G″ were monitored at 0.5% stain and 6.28 rad/s. Then, the fracture resistance was tested via an amplitude sweep until 1000% strain at 6.28 rad/s and 20 °C.

Capsule Preparation and CLSM

First, stock solutions of soy and pea extracts were prepared at pH 2.6, and gum arabic stock solutions were prepared at pH 2.9. Then, we prepared mixed solutions (40 mL) with fixed polymer ratios (soy extract/gum arabic = 1:0.7 and pea extract/gum arabic = 1:0.3) and a constant total polymer concentration (11.9 mg/mL). We added mixed oil (0.5 mL, 80 vol % NEOBEE M5 + 20 vol % limonene) to the mixed solutions followed by an emulsification step using ULTRA-TURRAX. pH of the mixed solutions was slowly increased to around 3 to induce complex coacervation and form capsules. The obtained capsules were further cross-linked by heating in a preheated water bath at 80 °C for 1 h. Capsule stability was tested by adding NaCl and adjusting to neutral pH. CLSM was conducted on an inverted microscope system Eclipse Ti2 from Nikon. Two excitation wavelengths, 488 and 640 nm, were used to probe the local environments of Nile Blue-dyed oil phase and proteins, respectively.
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