Foam stabilization in salt solutions : the role of capillary drainage and Marangoni stresses
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arXiv
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| Autori principali: | , , , , , , |
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| Natura: | Preprint |
| Pubblicazione: |
2025
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| _version_ | 1866910773617360896 |
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| author | Sharma, Ekta Borkar, Suraj Baumli, Philipp Shi, Xinfeng Wu, James Y. Myung, David Fuller, Gerald G. |
| author_facet | Sharma, Ekta Borkar, Suraj Baumli, Philipp Shi, Xinfeng Wu, James Y. Myung, David Fuller, Gerald G. |
| contents | The long-standing question of why foaming is easier in seawater than in freshwater remains unresolved. In this study, we address this issue through precise interferometry single bubble experiments, demonstrating that the theory proposed by G. Marrucci (1969) provides a compelling explanation. Electrolyte solutions with varying concentrations of phosphate salts were used to study film formation and drainage, with thickness tracked by interferometry. In deionized water, bubbles rupture within seconds due to repaid dimple collapse. However, in phosphate salt solutions, bubbles persisted for several minutes. While surface tension gradients from evaporation-driven salt concentration gradients have been thought to create Marangoni stresses, our results show that despite film thinning being capillary-dominated, Marangoni-driven influx can be observed. Marrucci's theory explains this by showing that an increased interfacial area as the film thins, leads to higher salt concentration in the film due to Gibbs surface excess. This concentration gradient induces Marangoni stresses, causing flow reversal, increased film thickness, and enhanced foam stability. We show that Marrucci's theory has been incorrectly dismissed, and the predicted critical heights where fluid influx occurs closely match our findings and other studies using sodium chloride. Additionally, we extend the theory's applicability to foam films in non-aqueous film mixtures, highlighting its broader relevance. |
| format | Preprint |
| id |
arxiv_https___arxiv_org_abs_2501_02633 |
| institution | arXiv |
| publishDate | 2025 |
| record_format | arxiv |
| spellingShingle | Foam stabilization in salt solutions : the role of capillary drainage and Marangoni stresses Sharma, Ekta Borkar, Suraj Baumli, Philipp Shi, Xinfeng Wu, James Y. Myung, David Fuller, Gerald G. Fluid Dynamics Mesoscale and Nanoscale Physics Chemical Physics Optics The long-standing question of why foaming is easier in seawater than in freshwater remains unresolved. In this study, we address this issue through precise interferometry single bubble experiments, demonstrating that the theory proposed by G. Marrucci (1969) provides a compelling explanation. Electrolyte solutions with varying concentrations of phosphate salts were used to study film formation and drainage, with thickness tracked by interferometry. In deionized water, bubbles rupture within seconds due to repaid dimple collapse. However, in phosphate salt solutions, bubbles persisted for several minutes. While surface tension gradients from evaporation-driven salt concentration gradients have been thought to create Marangoni stresses, our results show that despite film thinning being capillary-dominated, Marangoni-driven influx can be observed. Marrucci's theory explains this by showing that an increased interfacial area as the film thins, leads to higher salt concentration in the film due to Gibbs surface excess. This concentration gradient induces Marangoni stresses, causing flow reversal, increased film thickness, and enhanced foam stability. We show that Marrucci's theory has been incorrectly dismissed, and the predicted critical heights where fluid influx occurs closely match our findings and other studies using sodium chloride. Additionally, we extend the theory's applicability to foam films in non-aqueous film mixtures, highlighting its broader relevance. |
| title | Foam stabilization in salt solutions : the role of capillary drainage and Marangoni stresses |
| topic | Fluid Dynamics Mesoscale and Nanoscale Physics Chemical Physics Optics |
| url | https://arxiv.org/abs/2501.02633 |