Anthropogenic plastic waste heavily pollutes global water systems. In particular, micron-sized plastic debris can have severe repercussions for the ocean flora and fauna. Microplastics may also affect physical processes such as wave breaking, which are critical for air–sea interaction and albedo. Nevertheless, the effects of micron-sized plastic debris on geophysical processes are widely unexplored. Herein, we investigate the effect of microplastic collected from the North Pacific and a surfactant mimicking surface active materials present in the ocean on the stability of foam generated by breaking wave experiments. We found that microplastic particles increase foam stability. In particular, an increased foam height was found in a column foaming setup, while an increased foam area was observed in a laboratory-scale breaking wave channel. We propose that microplastic particles assemble at the air–water interface of foam bubbles, form aggregates, presumably decrease the liquid drainage in the liquid film, and thus change the lifetime of the liquid film and the bubble. The effect of surfactants is generally larger due to their higher surface activity but still in a range where synergistic effects can be observed. Our results suggest that microplastic could influence oceanic processes essential for air–sea interaction, sea spray formation, and albedo.

Plastic is a ubiquitous feature of modern life. The durability, malleability, versatility, and lightweight of plastic have made it indispensable in many fields and industries. Due to the rise in plastic production during the latter half of the 20th century, there has been a corresponding increase in plastic waste accumulating in the environment.1 Reports of plastic pollution in aqueous systems date back to the 1970s. More recently, this issue has also been examined from both physicochemical and biological perspectives concerning the sea surface microlayer (SML).2–4 Every year, several million tons of plastic waste enter the ocean from land, primarily through rivers.5,6 The plastic concentration in the ocean is predicted to increase dramatically7,8 and seriously exceed the planetary boundaries.9 Without any drastic changes in waste management, no global “waste peak” is expected in this century.10 

Extensive research has been conducted on various aspects of microplastics, including (a) past, present, and future plastic release into the environment;1,7,8 (b) transportation pathways including hydrodynamic modeling;5,6,11,12 (c) accumulation sites;13–16 (d) impact on flora and fauna;17–21 and (e) implication on human health.22,23 However, a significant gap remains in our understanding of how microplastics interfere with geophysical and geochemical processes. Recent work revealed that airborne microplastics have direct radiative effects in the atmosphere,24 demonstrating that microplastic pollution does affect global geophysical phenomena. In the ocean, the most abundant type of plastic waste consists of microplastic debris smaller than 1–5 mm, with an estimated microplastic concentration between 0.05 and 1.0 g/m2.14,25,26 The lower cutoff for microplastics is typically around 10–25 μm, below which smaller particles are classified as nanoplastic.27–30 Since most plastics have a lower density than seawater, they are typically found at or near the surface. Larger particles (>1 mm) are usually no more than a few meters beneath the surface, but smaller particles can be mixed deeper into the water column (100–300 m according to Egger et al.29) and may eventually sink as biogenic aggregates.29,31,32 Wave breakage and subsequent sea foam, known as white caps, are strongly affected by the sea surface chemistry and physics.33–35 The stability of sea foam affects environmental processes such as air–sea interaction and albedo, i.e., the reflection of solar radiation.34–36 Given the frequency and number of wave breaking events, minor changes in sea foam stability can affect air–sea interaction and albedo on a global level.33,37,38 Therefore, microplastics' alterations to the ocean surface should be considered.

Microplastics are hydrophobic, arbitrary shaped particles, which, when present at the air–water interface, affect the surface tension39 and surface rheology40–42 and lead to surface deformation.43 Depending on the size, shape, and surface properties of the particles, they can either stabilize an interface and thereby help to form stable foams, known as Pickering stabilization, or destabilize foam interfaces.39,44 The surface concentrations of microplastics, as currently measured, are insufficient (by several orders of magnitude) to either decrease the surface tension2,3,14,25,26,40 or impact surface rheology.45,46 For particle-stabilized systems, the main process affecting foam stability, i.e., bubble coalescence can already be affected by a few particles trapped in the water film between two air bubbles (foam lamellae) or in the joining area of several films (Plateau border). Particle shape, which determines the contact angle of the particle–water–air contact line, surface hydrophobicity or hydrophilicity, and capillary forces govern the overall particle-stabilized foam. Microplastics present in the film can perforate the liquid film and impede foam stability, while particles can also act as steric barriers between air bubbles or reduce water drainage, thereby delaying coalescence. For example, a few particles with pointed edges and a contact angle of more than 90° (i.e., hydrophobic surface properties) will penetrate foam films immediately while roundish hydrophilic particles (contact angle below 90°) will stabilize the foam.39,44,47 Hence, it is difficult to predict the interaction of sea foam with heterogeneous and arbitrary shaped microplastics.

In addition to particles, surfactants influence foam formation and stability. Surfactants are amphiphilic surface-active molecules that adsorb to air–water interfaces and reduce the surface tension. In a marine environment, natural surfactants are substances released directly into ocean water by microbes, such as bacteria, protists, and single-cell plants,48,49 or they may be embedded within marine microbial biofilms.50 Major classes of natural surfactants include glycolipids, lipopeptides, lipoproteins, and phospholipids. The concentrations, molecular mass, and chemical composition of surfactants in the SML or biofilms are generally unknown. However, it is assumed that these factors depend on the biological species, salinity, water quality (e.g., oxygen level), and nutrient availability. The surfactant enrichment in the SML appears to be greater under oligotrophic conditions (nutrient-depleted waters of the Northwestern, Northern and Southern Pacific, Northern and Southern Atlantic, and Southern Indian Ocean) than in eutrophic waters.2 These differences may originate from higher microbial activities in eutrophic water while direct surfactant production by bacteria and phytoplankton is dominant in oligotrophic conditions. In addition, the local fluid dynamics (water current and wind speed) corrupt the spatial and transient homogeneity of the surfactant adsorption layer.

In summary, the before-mentioned constraints make it nearly impossible to define particle size and particle distribution as well as particle and biosurfactant concentration in the SML and we, therefore, propose a model system composed of microplastics collected from the ocean surface and the nonionic surfactant Triton X-100 representing amphiphilic surface-active molecules. The selection of original oceanic microplastic and a well-defined surfactant enables us to study the fundamental physicochemical adsorption to the air–water interface and its consequence on wave foam formation and foam stability. The experimental design has limitations. To put our work into perspective, the use of original microplastic debris closely simulates the real world, but future work should address the influence of biofilm formation on particle surfaces as well as the photochemical degradation. Further, the use of a surfactant model system closer to the biosurfactant composition in the SML as well as wave channel experiments with seawater would be advantageous.

The artificial seawater (ASW) was prepared according to Kester et al.51 The used salts are listed in Table I. To mimic the surface-active microlayer on the sea surface, 0.2 mg/l of Triton X-100 (Sigma Aldrich, Switzerland) was added to the ASW. This represents a model of the SML surfactant concentration with medium productive oceanic conditions.2 The used surfactant Triton X-100 is a nonionic surfactant, i.e., does not interfere with charges potentially present in the aqueous phase or on the microplastic particle surfaces.

TABLE I.

List of used salts and their concentration for preparing artificial seawater (ASW).

Salt Mass (g) per 1 kg ASW Manufacturer
Sodium chloride  23.93  Sigma Aldrich, Switzerland 
Sodium sulfate anhydrous  4.01  Fisher Chemical, UK 
Potassium chloride  0.68  Sigma Aldrich, Spain 
Sodium hydrogen carbonate  0.19  Fisher Chemical, UK 
Magnesium chloride hexahydrate  10.83  Sigma Aldrich, Germany 
Calcium chloride dihydrate  1.51  Sigma Aldrich, Germany 
Salt Mass (g) per 1 kg ASW Manufacturer
Sodium chloride  23.93  Sigma Aldrich, Switzerland 
Sodium sulfate anhydrous  4.01  Fisher Chemical, UK 
Potassium chloride  0.68  Sigma Aldrich, Spain 
Sodium hydrogen carbonate  0.19  Fisher Chemical, UK 
Magnesium chloride hexahydrate  10.83  Sigma Aldrich, Germany 
Calcium chloride dihydrate  1.51  Sigma Aldrich, Germany 

Microplastics were kindly donated by The Ocean Cleanup, which were collected at the surface of the North Pacific Ocean from July 27 to September 19, 2015, in locations between 25–41°N and 129–156°W.14 The microplastics were collected with a 0.5-mm square mesh Manta trawl, thus in one dimension larger than 0.5 mm. In order to amplify any effect of microplastics on the air–water interface, we reduced the particle size. The particles were ground for 20 s (Durabase Coffee Mill). Due to the grinding, new surfaces were formed, which have not been in contact with seawater before.52 Therefore, they were suspended in ASW for 24 h to imitate the exposure to the ocean. Afterward, surface tension of the water was measured (Krüss Bubble Pressure Tensiometer BP50, Germany) to confirm no further leakage of surface active compounds (see Fig. S1). The particles were separated into three size classes 125–250, 250–320, and 320–1180 μm using a sieving machine (Retsch AS 200, Germany). The exact size distribution of each size class was analyzed using laser diffraction analysis (Beckman Coulter LS 13 320, USA) and is shown in Fig. S2. Microscopic images of the milled and sorted particles are shown in Fig. S3 (Leica Microscope DM6B, Germany). Various microplastic surface concentrations cMP from 0.1 to 32 g/m2 were used with concentrations of 0, 0.5, 1, 2, and 5 g/m2 to study the influence of particle size classes.

To examine the foam height, a foam column setup as described by Joshi et al.53 was used to generate foams and subsequently monitor the foam decay as a function of time. In brief, the foam is generated by injecting dry air (1.5 l/min) through a sintered glass filter (pore size: 16–40 μm, diameter 40 mm) into a water-filled glass column with diameter of 40 mm and height of 200 mm. A Fujifilm XT-4 with a Fujinon Aspherical XF 16–55 mm 1:2.8 zoom lens monitored the foam height from the side. The experimental setup is shown in Fig. 1. In a similar setup, it was confirmed that the resulting bubble size distribution resembles the distribution found in nature.54 

FIG. 1.

Foaming experiment setup: (a) microplastic particles were added to the glass column. Then air was injected and foam height rose. Air injection was then stopped, and foam height decreased again. (b) An increase in foam height with subsequent plateau in foam height.

FIG. 1.

Foaming experiment setup: (a) microplastic particles were added to the glass column. Then air was injected and foam height rose. Air injection was then stopped, and foam height decreased again. (b) An increase in foam height with subsequent plateau in foam height.

Close modal

The measuring procedure is as follows: After Milli-Q or ASW was loaded into the column, airflow (1.5 l/min) was switched on and kept constant for 3 s to generate the foam. The foam height was measured first for the water alone (Milli-Q and ASW). Next, microplastics were added to the water in the glass column, and the experiment was repeated with the same setting as for the pure water. The foam height experiments were filmed and analyzed using the ImageJ software with Fiji manual tracking plugin. Each experiment produced a curve of foam height over a time period of 3 s. A plateau of the foam height was visible, as illustrated in Fig. 1(b). For the calculations, the plateau height was used. The foam height was measured five times for each microplastic particle concentration and each particle size distribution, and each measurement series was repeated five times. All experiments, unless further noted, were carried out at 22 ± 1 °C.

The wave experiments were conducted in an 11 m long, 0.5 m wide, and 1.0 m deep channel. The front sidewall is made of glass, while the rear sidewall and the channel bottom are made of steel. Figure 2 gives an overview of the experimental setup and the data processing method. Solitary waves were generated by a horizontally moving paddle (height 0.54 m) driven by a pneumatic piston. Details on the setup can be found in the study by Fuchs.55 The paddle trajectories, i.e., stroke length S and velocity, for different wave heights were determined with a combination of Boussinesq's approximate solitary wave solution and the wave generation method presented by Malek-Mohammadi and Testik.56 Plunging wave breaking was forced with a ramp (PVC plate with L = 3.95 m mounted on an aluminum frame), and the required water depth for wave breaking was determined according to the following equation by Hafsteinsson et al.:57 
(1)
with the still water depth h = 0.23 m, the wave height H, the slope angle β = 3°, the water depth at wave breaking hb, and relative wave height ε = H/h. Wave breaking was recorded from the top following the setup by Callaghan et al.35 using a Fujifilm XT-4 with a Fujinon Aspherical XF 16–55 mm 1:2.8 zoom lens operated at 30 Hz. The foam area was determined on every frame by separating the foam area from the background water using a local intensity threshold with a self-developed python script. We used tap water (conductivity: 302 μS/cm) with and without added surfactant (Triton X-100) at room temperature. Tap water was used solely for practical reasons to avoid the environmental footprint of salts during discharge and to prevent corrosion of the wave channel's steel and aluminum components.
FIG. 2.

Setup of the wave channel experiment with camera position and data analysis. The wave experiments are illustrated in four different zones: (i) wave generation, (ii) shoaling and breaking, (iii) air entrainment by plunging jet, and (iv) bore propagation and air detrainment.

FIG. 2.

Setup of the wave channel experiment with camera position and data analysis. The wave experiments are illustrated in four different zones: (i) wave generation, (ii) shoaling and breaking, (iii) air entrainment by plunging jet, and (iv) bore propagation and air detrainment.

Close modal

We investigated alterations of the foam evolution by microplastic pollution by studying the foam height in a foam column setup to determine the relevant physicochemical foaming conditions as well as to elucidate if differences in foam amount and lifetime are to expected from Milli-Q, tap, and artificial seawater. In a second step, we investigated the surface foam area after a breaking wave event with a wave generator in an 11 × 0.5 × 1 m3 tank (length × width × height) with a still water depth of 0.23 m to imitate the effect of microplastic on the foam in an actual breaking wave event. The microplastic samples are oceanic surface debris collected in the North Pacific by The Ocean Cleanup and conditioned as outline in Sec. II.

We measured the effect of microplastic concentration, plastic particle size, water salinity, and temperature on the foam height with the foam column setup. The foam height evolution, including the foam formation and decay phases, reveals only marginal differences between Milli-Q water (water resistivity of 18.2 MΩ cm, conductivity <0.055 μS/cm) and artificial seawater (ASW, 35.0 ‰ salinity, conductivity 44 000–58 000 μS/cm) as depicted in Fig. 3(a). The foam height evolution of Milli-Q water is, in particular toward the end of the plateau, about 3% lower than for ASW. The foam bubbles produced in Milli-Q water are visually larger than those produced in ASW (Fig. S4) due to charge separation inhibited coalescence.58 The foam height evolution in Milli-Q and ASW water with or without added microplastic (cMP = 5.0 g/m2) is depicted in Figs. 3(b) and 3(c), respectively. The foam height increases about 8% and 12% for Milli-Q and ASW when microplastic particles are present. This increase is seen in particular at the beginning of plateau. Figure 3(d) summarizes the foam height as a function of microplastic particle concentration (cMP = 0.1–32.0 g/m2) in ASW and Milli-Q water in comparison to plastic-free waters (cMP = 0.0 g/m2), indicated by the dashed baseline. The results show that the foam height primarily depends on the microplastic surface concentration, while the water salinity has only a minor effect. Statistical analysis of all experiments was performed with RStudio 1 and showed a statistical significance with p   0.05. The measurements in the foam column [Figs. 3(a)–3(c)] confirmed that the foam properties marginally depend on the water quality, and we, therefore, are able to use tap water for the experiments in the wave channel without jeopardizing the comparison to ASW. Finally, the increased foam height is independent of the water temperature between 5 °C and 22 °C, as shown in Fig. S5.

FIG. 3.

Effect of microplastic on the foam height in a column foaming setup. Foam height evolutions are comparing (a) pure Milli-Q water and ASW without microplastic, (b) Milli-Q with and without microplastic (cMP = 5 g/m2), and (c) ASW with and without microplastic (cMP = 5 g/m2). (d) Differences between foam height of ASW and Milli-Q water with and without microplastic as a function of microplastic surface concentration (d = 125–1180 μm). All measurements show a statistical significance of p   0.05 and were performed at 22 ± 1 °C.

FIG. 3.

Effect of microplastic on the foam height in a column foaming setup. Foam height evolutions are comparing (a) pure Milli-Q water and ASW without microplastic, (b) Milli-Q with and without microplastic (cMP = 5 g/m2), and (c) ASW with and without microplastic (cMP = 5 g/m2). (d) Differences between foam height of ASW and Milli-Q water with and without microplastic as a function of microplastic surface concentration (d = 125–1180 μm). All measurements show a statistical significance of p   0.05 and were performed at 22 ± 1 °C.

Close modal

When comparing different particle sizes at low concentrations (cMP = 0.05–1.5 g/m2) as shown in Fig. 4, smaller particles [diameter d = 125–250 μm, Fig. 4(a)] reveal an increase in foam height already at low surface concentration below 0.25 g/m2, whereas larger particles [d = 250–320 μm, Fig. 4(b)] have no effect on the foam height up to cMP = 0.25 g/m2. The largest tested microplastics (d = 320–1180 μm) show a considerable foam height rise starting from cMP = 0.5 g/m2 [Fig. 4(c)]. Eventually, at high microplastic surface concentrations up to cMP = 32 g/m2, the different particle sizes affect the foam height indistinguishably [Fig. 4(d)]. In conclusion, the foam height evolution is independent of the water salinity, temperature, and particle size in the tested range. However, the minimum surface concentration required to affect the foam height relates to the number of particles.

FIG. 4.

The differences in foam height at low microplastic surface concentrations (cMP = <1.5 g/m2) are shown for (a) d = 125–250 μm, (b) 250–320 μm, and (c) 320–1180 μm. (d) Foam height differences of d = 125–250, 250–320, and 320–1180 μm microplastic particles in high concentrations. All measurements show a statistical significance of p   0.05 and were performed at 22 ± 1 °C.

FIG. 4.

The differences in foam height at low microplastic surface concentrations (cMP = <1.5 g/m2) are shown for (a) d = 125–250 μm, (b) 250–320 μm, and (c) 320–1180 μm. (d) Foam height differences of d = 125–250, 250–320, and 320–1180 μm microplastic particles in high concentrations. All measurements show a statistical significance of p   0.05 and were performed at 22 ± 1 °C.

Close modal

There are two mechanisms responsible for increased foam heights observed in the foam column tests. First, interfacial particle adsorption alters the liquid film curvature, resulting in a change in capillary pressure inside the film. As a result, the flow rate inside the film is lowered and a delay in bubble coalescence is observed.59 Second, the particles aggregate and act as a physical barrier at the air–water surface, in the film, or the Plateau border. The liquid inside the film is, therefore, unable to drain; as a result, the bubbles have a longer lifetime.39 In the later case, wettability and the contact angle strongly influence the behavior of particles at air–water interfaces. If particles are not wetted (contact angle > 90°), the film will rupture. On the other hand, if particles are partially wetted (contact angle < 90°), they maintain the liquid of the film and delay drainage.39 Based on our observations, we propose that the arbitrary shaped microplastics are partly wetted and lead to a hindrance to the draining liquid. This is supported by the microscopic images in Fig. S4, showing that the microplastics are in the water phase.

The effect of microplastic on the foam formation created by a breaking wave and its subsequent decay was monitored by measuring the foam area evolution in a wave channel. Figure 5 shows photographic images of a breaking wave as a function of time filmed from the top view. We conducted wave breaking experiments with solitary waves at different wave heights with five different microplastic concentrations (0, 0.5, 1, 2, and 5 g/m2). Each experiment was performed ten times, and Fig. 6 depicts the foam area evolution of waves with relative wave height of (a) ε = 0.45, (b) ε = 0.60, and (c) ε = 0.75 after wave breaking at t = 0. For all waves, the foam area increases steeply after the breaking of the wave (yellow area), followed by a flattening of the foam area curve into a plateau phase (orange area), and finally, a rapid collapse of the foam (red area). Thus, the evolution of the foam area resembles the behavior reported by Callaghan et al.35 Microplastic does not affect the foam formation and decay, but the peak foam area is increased. This effect is most apparent for ε = 0.45 [Fig. 6(a)] and decreases gradually with increasing wave height for ε = 0.6 and 0.75 (Fig. 6). In Fig. 7, the average foam area in the plateau phase (orange phase indicated in Fig. 6) is depicted. The foam area is stabilized more strongly at low wave heights. These results indicate that microplastic pollution increases whitecap stability and peak whitecap area up to 30%.

FIG. 5.

Time-lapse images of the breaking wave event in a laboratory wave generating tank filmed from the top-view (image size approximately 0.5 m width  × 2.8 m height).

FIG. 5.

Time-lapse images of the breaking wave event in a laboratory wave generating tank filmed from the top-view (image size approximately 0.5 m width  × 2.8 m height).

Close modal
FIG. 6.

Foam area of water containing five different microplastic surface concentrations (cMP = 0, 0.5, 1, 2, and 5 g/m2) with a wave height of (a) ε = 0.45, (b) ε = 0.60, and (c) ε = 0.75. Colored areas indicate the foam area increase (yellow), constant foam area (orange), and foam area decay (red).

FIG. 6.

Foam area of water containing five different microplastic surface concentrations (cMP = 0, 0.5, 1, 2, and 5 g/m2) with a wave height of (a) ε = 0.45, (b) ε = 0.60, and (c) ε = 0.75. Colored areas indicate the foam area increase (yellow), constant foam area (orange), and foam area decay (red).

Close modal
FIG. 7.

Average foam area in the plateau phase of water containing five different microplastic surface concentrations (cMP = 0, 0.5, 1, 2, and 5 g/m2) with a wave height of (a) ε = 0.45, (b) ε = 0.60, and (c) ε = 0.75.

FIG. 7.

Average foam area in the plateau phase of water containing five different microplastic surface concentrations (cMP = 0, 0.5, 1, 2, and 5 g/m2) with a wave height of (a) ε = 0.45, (b) ε = 0.60, and (c) ε = 0.75.

Close modal

With the experiments in the wave tank being conducted with tap water, it is assumed that the foam formation in seawater is slightly more pronounced considering the results from the foam column setup in Fig. 3(c). Furthermore, surfactants and biological matter, e.g., plankton and proteins, in the sea surface microlayer (SML) are known to affect breaking waves, stabilize sea foam, and increase bubble persistence.4,35,37,60,61 Marangoni flow originating from a surfactant concentration gradient opposes drainage of the liquid foam cell walls between individual air bubbles.37 Finally, biological material affects the fluid mechanics of the water surface, resulting, for example, in long-lasting surface foams.62 In summary, as surfactants are expected to have more impact on foam stability compared to microplastic particles, it is critical to confirm the observed effects of microplastic on foam stability also in the presence of surfactants. Therefore, we measured the effect of surfactants alone (csurf = 0.2 mg/l, cMP = 0.0 g/m2) and surfactants combined with microplastic (csurf = 0.2 mg/l, cMP = 5 g/m2) on the surface foam area in Fig. 8. The surfactant concentration of csurf = 0.2 mg/l of the nonionic surfactant Triton X-100 is used as a model system to sea surface water with a medium surfactant concentration.2 For both wave heights, ε = 0.60 in Fig. 8(a) and ε = 0.75 in Fig. 8(b), surfactants not only increase the maximum foam area similar to microplastic particles but also delay the foam decay. As expected, the stabilizing effect of surfactants is higher compared to microplastic particles. Nevertheless, the foam stabilization of microplastic particles is still apparent in the presence of surfactants. This indicates that microplastic particles impart an additional stabilization of sea foam even when other surface-active species are present.

FIG. 8.

Foam area of water containing 0 and 5 g/m2 microplastic debris and 0 and 0.2 mg/l surfactant (Triton X-100) at the wave height of (a) ε = 0.60 and (b) ε = 0.75.

FIG. 8.

Foam area of water containing 0 and 5 g/m2 microplastic debris and 0 and 0.2 mg/l surfactant (Triton X-100) at the wave height of (a) ε = 0.60 and (b) ε = 0.75.

Close modal

The geophysical implications of increased sea foam stability by microplastics suggest increased air–sea interaction and ocean albedo, i.e., reflection of solar radiation. The constant exchange of climate-relevant gases between the ocean and the atmosphere is currently of special interest as part of the carbon cycle and driver of oceanic acidification. The stability of sea foam is acknowledged to contribute to the air–sea interaction, although its contribution is difficult to assess on a global scale.38,63,64 Regarding wave albedo, it was shown by Gordon and Jacobs65 using Monte Carlo simulations that a relatively small amount of additional sea foam can induce an increase in ocean albedo and, therefore, affect the global energy balance. As shown in Fig. 6, the water surface area covered by foam can increase up to 30%. With a more conservative estimate of 10%, the overall global coverage with albedo could, therefore, increase from 2%–4% to about 2.2%–4.4% of the ocean surfaces. As we see the increase by microplastic particles only in the foam area but not in the foam lifetime, we recommend to use these numbers with extreme caution. Another important factor that affects the solar reflection of waves is the formation of aerosols, i.e., microscopic water droplets formed during wave breaking that also reflect solar radiation.66 It is not clear, to date, whether microplastic affects aerosol formation during wave breaking. However, microplastics may themselves be aerosolized during wave breaking and thereby enhance wave solar reflection.24 Finally, from an ecological perspective, sea foam is an important habitat for marine microorganisms, which show an increased presence in sea foam compared to the pelagic zone.67,68 Based on our results, we speculate that microplastic-stimulated biofilm formation as well as extended foam lifetime could act as a starting point of planktonic-based food supply, in particular, oligotrophic areas of the ocean.22 

The increasing anthropogenic microplastic pollution of global water surfaces endangers surface habitats and the overall ecosystem. However, the influence of plastic debris on geophysical processes is widely unexplored. Here we investigated the effect of microplastic debris on the foam stability of breaking waves. We show that microplastic particles increase foam stability in fresh and seawater in a foam column setup. In wave breaking experiments, the formation of foams from smaller breaking waves is more affected, resulting in a foam area increase in up to 30% confirming results from the foam column experiments. In water that contains both surfactants and microplastic pollution, the foam stability is even more enhanced. We propose that microplastic particles at the sea surface are able to hinder drainage in the liquid film and possibly alter the curvature in the liquid film, which subsequently leads to lower flow rates inside the film. This was supported by microscopic pictures of microplastic at the air–water interface. The found increase in foam height and stability could impact essential geophysical and geochemical processes at the sea surface. In future work, more sophisticated on-site sampling of the microplastic debris would minimize artifacts due to predetermined particle size distributions and particle shape diversity set by the mesh size of the trawls. Further, the influence of biofilm formation on the particle surfaces as well as the photochemical degradation should be addressed in future work. Finally, the use of a surfactant model system closer to the biosurfactant composition in the SML as well as wave channel experiments with seawater would be advantageous.

See the supplementary material for Fig. S1, Surface tension for water with and without added microplastic and surfactant; Fig. S2, Microplastic particle size distribution; Fig. S3, Images of plastic particles after grinding, sieving, and ultrasonication; Fig. S4, Comparison of foam bubbles produced in Milli-Q water and ASW; and Fig. S5, Differences in foam height of different microplastic surface concentrations in ASW at 22 ± 1 °C and 5 ± 1.5 °C.

We acknowledge Stefan Gstöhl, Lucas Grob, Lukas Böcker, Bernd Nowack, Charlotte Laufkötter, and Robert M. Boes for helpful discussions. Caroline Giacomin is acknowledged for critically reading the final manuscript. Further, we thank Thomas Mani for the support with microplastic samples. Finally, J.B. and P.F. gratefully acknowledge support from the Swiss National Science Foundation (Grant No. 200021-175994).

The authors have no conflicts to disclose.

Jotam Bergfreund: Conceptualization (equal); Formal analysis (lead); Funding acquisition (lead); Investigation (lead); Methodology (lead); Project administration (equal); Resources (equal); Supervision (lead); Validation (equal); Visualization (equal); Writing – original draft (equal); Writing – review & editing (equal). Ciatta Wobill: Conceptualization (equal); Data curation (equal); Formal analysis (lead); Investigation (equal); Methodology (equal); Project administration (equal); Resources (equal); Validation (equal); Visualization (equal); Writing – original draft (equal); Writing – review & editing (equal). Frederic M. Evers: Conceptualization (equal); Data curation (equal); Investigation (equal); Methodology (equal); Project administration (supporting); Visualization (supporting); Writing – original draft (supporting). Benjamin Hohermuth: Conceptualization (equal); Investigation (equal); Methodology (supporting); Project administration (supporting); Resources (equal); Visualization (equal); Writing – original draft (supporting). Pascal Bertsch: Conceptualization (equal); Investigation (equal); Methodology (equal); Resources (equal); Supervision (equal); Visualization (equal); Writing – original draft (equal). Laurent Lebreton: Conceptualization (equal); Investigation (supporting); Methodology (equal); Resources (equal); Supervision (equal); Validation (supporting); Visualization (equal); Writing – original draft (equal). Erich J. Windhab: Conceptualization (supporting); Funding acquisition (supporting); Investigation (supporting); Methodology (equal); Resources (equal); Validation (equal); Writing – original draft (supporting). Peter Fischer: Conceptualization (equal); Funding acquisition (lead); Methodology (equal); Supervision (lead); Validation (equal); Writing – original draft (equal); Writing – review & editing (lead).

The data that support the findings of this study are available from the corresponding author upon reasonable request.

1.
R.
Geyer
,
J. R.
Jambeck
, and
K. L.
Law
, “
Production, use, and fate of all plastics ever made
,”
Sci. Adv.
3
,
e1700782
(
2017
).
2.
O.
Wurl
,
E.
Wurl
,
L.
Miller
,
K.
Johnson
, and
S.
Vagle
, “
Formation and global distribution of sea-surface microlayers
,”
Biogeosciences
8
,
121
135
(
2011
).
3.
M.
Cunliffe
,
A.
Engel
,
S.
Frka
,
B.
Sasparovic
,
C.
Guitart
,
J. C.
Murrell
,
M.
Salter
,
C.
Stolle
,
R.
Upstill-Goddard
, and
O.
Wurl
, “
Sea surface microlayers: A unified physicochemical and biological perspective of the air-ocean interface
,”
Prog. Oceanogr.
109
,
104
116
(
2013
).
4.
I. R.
Jenkinson
,
L.
Seuront
,
H.
Ding
,
F.
Elias
, and
L.
Thomsen
, “
Biological modification of mechanical properties of the sea surface microlayer, influencing waves, ripples, foam and air-sea fluxes
,”
Elementa: Sci. Anthropocene
6
,
26
(
2018
).
5.
T.
Mani
,
A.
Hauk
,
U.
Walter
, and
P.
Burkhardt-Holm
, “
Microplastics profile along the Rhine River
,”
Sci. Rep.
5
,
17988
(
2015
).
6.
L. C.
Lebreton
,
J.
Van Der Zwet
,
J. W.
Damsteeg
,
B.
Slat
,
A.
Andrady
, and
J.
Reisser
, “
River plastic emissions to the world's oceans
,”
Nat. Commun.
8
,
15611
(
2017
).
7.
A.
Isobe
,
S.
Iwasaki
,
K.
Uchida
, and
T.
Tokai
, “
Abundance of non-conservative microplastics in the upper ocean from 1957 to 2066
,”
Nat. Commun.
10
,
417
(
2019
).
8.
J. R.
Jambeck
,
R.
Geyer
,
C.
Wilcox
,
T. R.
Siegler
,
M.
Perryman
,
A.
Andrady
,
R.
Narayan
, and
K. L.
Law
, “
Marine pollution. Plastic waste inputs from land into the ocean
,”
Science
347
,
768
771
(
2015
).
9.
L.
Persson
,
B. M.
Carney Almroth
,
C. D.
Collins
,
S.
Cornell
,
C. A.
de Wit
,
M. L.
Diamond
,
P.
Fantke
,
M.
Hassellöv
,
M.
MacLeod
, and
M. W.
Ryberg
, “
Others outside the safe operating space of the planetary boundary for novel entities
,”
Environ. Sci. Technol.
56
,
1510
1521
(
2022
).
10.
D.
Hoornweg
,
P.
Bhada-Tata
, and
C.
Kennedy
, “
Waste production must peak this century
,”
Nature
502
,
615
617
(
2013
).
11.
P.
Karnakov
,
S.
Litvinov
, and
P.
Koumoutsakos
, “
Computing foaming flows across scales: From breaking waves to microfluidics
,”
Sci. Adv.
8
,
eabm0590
(
2022
).
12.
H.
Xu
,
Y.
Zhang
,
W.
Zhang
,
Y.
Tang
,
Y.
Zhou
,
P.
Tang
, and
T.
Zhang
, “
Transport and clogging of microplastic particles in porous media: Microscale experiments and statistical analysis
,”
Phys. Fluids
36
,
043319
(
2024
).
13.
R. C.
Thompson
and
Y.
Olse
, “
Lost at sea: Where is all the plastic?
,”
Science
304
,
838
(
2004
).
14.
L.
Lebreton
et al, “
Evidence that the Great Pacific Garbage Patch is rapidly accumulating plastic
,”
Sci. Rep.
8
,
4666
(
2018
).
15.
A.
Cózar
,
F.
Echevarría
,
J. I.
González-Gordillo
,
X.
Irigoien
,
B.
Úbeda
,
S.
Hernández-León
,
Á. T.
Palma
,
S.
Navarro
,
J.
García-de Lomas
, and
A.
Ruiz
, “
Others plastic debris in the open ocean
,”
Proc. Natl. Acad. Sci. U. S. A.
111
,
10239
10244
(
2014
).
16.
M.
Bergmann
,
S.
Mützel
,
S.
Primpke
,
M. B.
Tekman
,
J.
Trachsel
, and
G.
Gerdts
, “
White and wonderful? Microplastics prevail in snow from the Alps to the Arctic
,”
Sci. Adv.
5
,
eaax1157
(
2019
).
17.
T. S.
Galloway
,
M.
Cole
, and
C.
Lewis
, “
Interactions of microplastic debris throughout the marine ecosystem
,”
Nat. Ecol. Evol.
1
,
0116
(
2017
).
18.
J. R.
Clark
,
M.
Cole
,
P. K.
Lindeque
,
E.
Fileman
,
J.
Blackford
,
C.
Lewis
,
T. M.
Lenton
, and
T. S.
Galloway
, “
Marine microplastic debris: A targeted plan for understanding and quantifying interactions with marine life
,”
Front. Ecol. Environ.
14
,
317
324
(
2016
).
19.
C.
Wilcox
,
E.
Van Sebille
, and
B. D.
Hardesty
, “
Threat of plastic pollution to seabirds is global, pervasive, and increasing
,”
Proc. Natl. Acad. Sci. U. S. A.
112
,
11899
11904
(
2015
).
20.
C. M.
Rochman
and
T.
Hoellein
, “
The global odyssey of plastic pollution
,”
Science
368
,
1184
1185
(
2020
).
21.
J.-B.
Fleury
and
V. A.
Baulin
, “
Microplastics destabilize lipid membranes by mechanical stretching
,”
Proc. Natl. Acad. Sci. U. S. A.
118
,
e2104610118
(
2021
).
22.
A. D.
Vethaak
and
J.
Legler
, “
Microplastics and human health
,”
Science
371
,
672
674
(
2021
).
23.
M. S.
Islam
,
M. M.
Rahman
,
P.
Larpruenrudee
,
A.
Arsalanloo
,
H. M.
Beni
,
M. A.
Islam
,
Y.
Gu
, and
E.
Sauret
, “
How microplastics are transported and deposited in realistic upper airways?
,”
Phys. Fluids
35
,
063319
(
2023
).
24.
L. E.
Revell
,
P.
Kuma
,
E. C.
Le Ru
,
W. R.
Somerville
, and
S.
Gaw
, “
Direct radiative effects of airborne microplastics
,”
Nature
598
,
462
467
(
2021
).
25.
J.-P. W.
Desforges
,
M.
Galbraith
,
N.
Dangerfield
, and
P. S.
Ross
, “
Widespread distribution of microplastics in subsurface seawater in the NE Pacific Ocean
,”
Mar. Pollut. Bull.
79
,
94
99
(
2014
).
26.
R.
Beiras
and
A. M.
Schönemann
, “
Currently monitored microplastics pose negligible ecological risk to the global ocean
,”
Sci. Rep.
10
,
22281
(
2020
).
27.
K.
Law
and
R. C.
Thompson
, “
Microplastics in the seas
,”
Science
345
,
144
145
(
2014
).
28.
A.
ter Halle
,
L.
Ladirat
,
X.
Gendre
,
D.
Goudouneche
,
C.
Pusineri
,
C.
Routaboul
,
C.
Tenailleau
,
B.
Duployer
, and
E.
Perez
, “
Understanding the fragmentation pattern of marine plastic debris
,”
Environ. Sci. Technol.
50
,
5668
5675
(
2016
).
29.
M.
Egger
,
B.
Schilt
,
H.
Wolter
,
T.
Mani
,
R.
de Vries
,
E.
Zettler
, and
H.
Niemann
, “
Pelagic distribution of plastic debris (> 500 μm) and marine organisms in the upper layer of the North Atlantic Ocean
,”
Sci. Rep.
12
,
13465
(
2022
).
30.
M. J.
Mercier
,
M.
Poulain-Zarcos
,
Y.
Ourmiéres
,
J. F.
Ghiglione
, and
A.
ter Halle
, “
Plastic litter in the oceans. Most of it has gone missing, but it might just be transformed… or transported
,”
Europhys. News
54
,
24
27
(
2023
).
31.
T.
Bond
,
V.
Ferrandiz-Mas
,
M.
Felipe-Sotelo
, and
E.
van Sebille
, “
The occurrence and degradation of aquatic plastic litter based on polymer physicochemical properties: A review
,”
Crit. Rev. Environ. Sci. Technol.
48
,
685
722
(
2018
).
32.
K.
Pabortsava
and
R. S.
Lampitt
, “
High concentrations of plastic hidden beneath the surface of the Atlantic Ocean
,”
Nat. Commun.
11
,
4073
(
2020
).
33.
B. G.
Reguero
,
I. J.
Losada
, and
F. J.
Méndez
, “
A recent increase in global wave power as a consequence of oceanic warming
,”
Nat. Commun.
10
,
205
(
2019
).
34.
R. L.
Modini
,
L. M.
Russell
,
G. B.
Deane
, and
M. D.
Stokes
, “
Effect of soluble surfactant on bubble persistence and bubble-produced aerosol particles
,”
J. Geophys. Res. Atmos.
118
,
1388
1400
, https://doi.org/10.1002/jgrd.50186 (
2013
).
35.
A. H.
Callaghan
,
G. B.
Deane
, and
M. D.
Stokes
, “
On the imprint of surfactant-driven stabilization of laboratory breaking wave foam with comparison to oceanic whitecaps
,”
J. Geophys. Res. Oceans
122
,
6110
6128
, https://doi.org/10.1002/2017JC012809 (
2017
).
36.
P.
Koepke
, “
Effective reflectance of oceanic whitecaps
,”
Appl. Opt.
23
,
1816
1824
(
1984
).
37.
A. H.
Callaghan
,
G. B.
Deane
,
M. D.
Stokes
, and
B.
Ward
, “
Observed variation in the decay time of oceanic whitecap foam
,”
J. Geophys. Res.
117
,
C09015
, https://doi.org/10.1029/96JC00629 (
2012
).
38.
E.-B.
Wei
,
H.-X.
Gao
,
S.-B.
Liu
,
G.-Y.
Li
, and
L.
Gao
, “
An inverse method for estimating air volume fraction of sea foam from emissivity data
,”
Int. J. Remote Sens.
39
,
7293
7310
(
2018
).
39.
A.-L.
Fameau
and
A.
Salonen
, “
Effect of particles and aggregated structures on the foam stability and aging
,”
C. R. Phys.
15
,
748
760
(
2014
).
40.
B.
Madivala
,
J.
Fransaer
, and
J.
Vermant
, “
Self-assembly and rheology of ellipsoidal particles at interfaces
,”
Langmuir
25
,
2718
2728
(
2009
).
41.
P.
Erni
, “
Deformation modes of complex fluid interfaces
,”
Soft Matter
7
,
7586
7600
(
2011
).
42.
G. G.
Fuller
and
J.
Vermant
, “
Complex fluid-fluid interfaces: Rheology and structure
,”
Annu. Rev. Chem. Biomol. Eng.
3
,
519
543
(
2012
).
43.
D.
Vella
and
L.
Mahadevan
, “
The Cheerios effect
,”
Am. J. Phys.
73
,
817
825
(
2005
).
44.
R.
Pugh
, “
Foaming, foam films, antifoaming and defoaming
,”
Adv. Colloid Interface Sci.
64
,
67
142
(
1996
).
45.
M. E. H.
van den Berg
,
S.
Kuster
,
E. J.
Windhab
,
L. M. C.
Sagis
, and
P.
Fischer
, “
Nonlinear shear and dilatational rheology of viscoelastic interfacial layers of cellulose nanocrystals
,”
Phys. Fluids
30
,
072103
(
2018
).
46.
P.
Bertsch
and
P.
Fischer
, “
Adsorption and interfacial structure of nanocelluloses at fluid interfaces
,”
Adv. Colloid Interface Sci.
276
,
102089
(
2020
).
47.
K.
Joshi
,
A.
Baumann
,
S.
Jeelani
,
C.
Blickenstorfer
,
I.
Naegeli
, and
E.
Windhab
, “
Mechanism of bubble coalescence induced by surfactant covered antifoam particles
,”
J. Colloid Interface Sci.
339
,
446
453
(
2009
).
48.
V.
Zutic
,
B.
Cosovic
,
E.
Mercenko
, and
N.
Bihari
, “
Surfactant production by marine phytoplankton
,”
Mar. Chem.
10
,
505
520
(
1981
).
49.
S. K.
Satpute
,
I. M.
Banat
,
P. K.
Dhakephalkar
,
A. G.
Banpurkar
, and
B. A.
Chopade
, “
Biosurfactants, bioemulsifiers and exopolysaccharides from marine microorganisms
,”
Biotechnol. Adv.
28
,
436
450
(
2010
).
50.
P.-Y.
Qian
,
A.
Cheng
,
R.
Wang
, and
R.
Zhang
, “
Marine biofilms: Diversity, interactions and biofouling
,”
Nat. Rev. Microbiol.
20
,
671
684
(
2022
).
51.
D. R.
Kester
,
I. W.
Duedall
,
D. N.
Connors
, and
R. M.
Pytkowicz
, “
Preparation of artificial seawater
,”
Limnol. Oceanogr.
12
,
176
179
(
1967
).
52.
A.
Bakir
,
S. J.
Rowland
, and
R. C.
Thompson
, “
Enhanced desorption of persistent organic pollutants from microplastics under simulated physiological conditions
,”
Environ. Pollut.
185
,
16
23
(
2014
).
53.
K.
Joshi
,
S. K.
Jeelani
,
C.
Blickenstorfer
,
I.
Naegeli
, and
E.
Windhab
, “
Influence of fatty alcohol antifoam suspensions on foam stability
,”
Colloids Surf. A: Physicochem. Eng. Aspects
263
,
239
249
(
2005
).
54.
M. D.
Stokes
,
G.
Deane
,
D. B.
Collins
,
C.
Cappa
,
T.
Bertram
,
A.
Dommer
,
S.
Schill
,
S.
Forestieri
, and
M.
Survilo
, “
A miniature marine aerosol reference tank (miniMART) as a compact breaking wave analogue
,”
Atmos. Meas. Tech.
9
,
4257
4267
(
2016
).
55.
H.
Fuchs
, “
Solitary impulse wave run-up and overland flow
,” Ph.D. thesis (
ETH Zürich
,
2013
).
56.
S.
Malek-Mohammadi
and
F. Y.
Testik
, “
New methodology for laboratory generation of solitary waves
,”
J. Waterway Port Coastal Ocean Eng.
136
,
286
294
(
2010
).
57.
H. J.
Hafsteinsson
,
F. M.
Evers
, and
W. H.
Hager
, “
Solitary wave run-up: Wave breaking and bore propagation
,”
J. Hydraulic Res.
55
,
787
798
(
2017
).
58.
Y.
Katsir
,
G.
Goldstein
, and
A.
Marmur
, “
Bubble the wave or waive the bubble: Why seawater waves foam and freshwater waves do not?
,”
Colloids Interface Sci. Commun.
6
,
9
12
(
2015
).
59.
H.
Kumagai
,
Y.
Torikata
,
H.
Yoshimura
,
M.
Kato
, and
T.
Yano
, “
Estimation of the stability of foam containing hydrophobic particles by parameters in the capillary model
,”
Agric. Biol. Chem.
55
,
1823
1829
(
1991
).
60.
X.
Liu
and
J. H.
Duncan
, “
The effects of surfactants on spilling breaking waves
,”
Nature
421
,
520
523
(
2003
).
61.
V.
Kuhnhenn-Dauben
,
D.
Purdie
,
U.
Knispel
,
H.
Voss
, and
U.
Horstmann
, “
Effect of phytoplankton growth on air bubble residence time in seawater
,”
J. Geophys. Res.
113
,
C06009
, https://doi.org/10.1029/2007JC004232 (
2008
).
62.
I. R.
Jenkinson
,
X. X.
Sun
, and
L.
Seuront
, “
Thalassorheology, organic matter and plankton: Towards a more viscous approach in plankton ecology
,”
J. Plankton Res.
37
,
fbv071
(
2015
).
63.
D. J.
Erickson
III
, “
A stability dependent theory for air-sea gas exchange
,”
J. Geophys. Res.
98
,
8471
8488
, https://doi.org/10.1029/93JC00039 (
1993
).
64.
R. S.
Bortkovskii
, “
Atmosphere-ocean gas exchange due to bubbles generated by wind wave breaking
,”
Am. Geophys. Union
127
,
261
264
(
2002
).
65.
H. R.
Gordon
and
M. M.
Jacobs
, “
Albedo of the ocean–atmosphere system: Influence of sea foam
,”
Appl. Opt.
16
,
2257
2260
(
1977
).
66.
R.
Frouin
,
M.
Schwindling
, and
P.-Y.
Deschamps
, “
Spectral reflectance of sea foam in the visible and near-infrared: In situ measurements and remote sensing implications
,”
J. Geophys. Res.
101
,
14361
14371
, https://doi.org/10.1029/96JC00629 (
1996
).
67.
N. V.
Druzhkov
,
P. R.
Makarevich
, and
S. I.
Bardan
, “
Sea foam as an object of sea-surface film studies
,”
Polar Res.
16
,
117
121
(
1997
).
68.
J.
Rahlff
,
C.
Stolle
,
H.-A.
Giebel
,
N. I. H.
Mustaffa
,
O.
Wurl
, and
D.
PR Herlemann
, “
Sea foams are ephemeral hotspots for distinctive bacterial communities contrasting sea-surface microlayer and underlying surface water
,”
FEMS Microbiol. Ecol.
97
,
fiab035
(
2021
).