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Publicly Available Published by De Gruyter June 6, 2023

Surface and foaming properties of an anionic CO2-switchable tail surfactant

  • Robin R. Benedix

    Robin R. Benedix studied Chemistry at Stuttgart University and completed his Master Thesis in 2022. He has been a PhD student in Physical Chemistry at Stuttgart University, Germany, since June 2023.

    , Hailey Poole

    Hailey Poole received her dual master’s degree in chemistry from Queen’s University and Stuttgart University in 2021. She worked as an organic chemist and operations manager at OzoneBio, Canada, from April to November 2022. She has been an environmental scientist at livestock water recycling, Canada, since November 2022.

    , Diana Zauser

    Diana Zauser was trained as a chemical laboratory technician at the Kerschensteiner School, Stuttgart, Germany. She successfully completed her training in 1990 and since then has been working at the Institute of Physical Chemistry at Stuttgart University, Germany.

    , Natalie Preisig

    Dr. Natalie Preisig studied Physics and received her Diploma in Physics at Omsk State University, Russia, in 1992. She worked as scientific officer at the Institute of Catalysis, Omsk, Russia from 1992 to 2002. She received her PhD in Physical Chemistry at Cologne University, Germany, in 2007. In 2008 she was a postdoctoral research fellow at University College Dublin, Ireland. Since 2009 she has been working as a senior researcher at Stuttgart University, Germany.

    , Philip G. Jessop

    Philip G. Jessop earned a PhD in Inorganic Chemistry at the University of British Columbia, Canada, in 1991. After that he was a postdoctoral fellow at the University of Toronto and then later worked as a contract researcher for Prof. Ryoji Noyori in Japan from 1993 to 1996. He then served as a faculty member at the University of California, Davis. Since 2003 he has been working at Queen’s University in Canada, helping to create two spin-off companies and GreenCentre Canada, a non-profit center for the commercialization of green chemistry technologies.

    and Cosima Stubenrauch

    Prof. Dr. Cosima Stubenrauch studied Chemistry and received her PhD in Physical Chemistry at the TU Berlin, Germany in 1997. After a one-year postdoctoral fellowship at the Université Paris Sud, she worked at Cologne University from 1999 to 2004, where she finished her Habilitation. From 2005 to 2009 she worked as a senior lecturer at University College Dublin, Ireland. Since 2009 she has been full professor at Stuttgart University, Germany. Furthermore, since 2014 she has been Dean of the Chemistry Faculty at Stuttgart University and since 2010 she has been docent at the KTH Royal Institute of Technology, Stockholm (Sweden).

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Abstract

CO2-switchable materials in general and CO2-switchable surfactants in particular are of great interest in environmental research. There is a great potential to make processes more environmentally friendly by enhancing reusability and circularity and thus reducing material costs and energy consumption by replacing common non-switchable surfactants with their switchable counterparts. Inspired by this, the present work deals with the surface and foaming properties of aqueous solutions of the novel anionic CO2-switchable tail surfactant sodium 4-(methyl(octyl)amino)butane-1-sulfonate. In the presence of N2, the unprotonated surfactant is able to stabilize foams. By switching, i.e. by protonating the CO2-responsive trialkyl amine group in the surfactants hydrocarbon chain, the amphiphilic nature of the surfactant is reduced which is indicated by an increase of the plateau surface tension and a higher CMC compared to the non-protonated surfactant. Furthermore, the ability of the protonated surfactant to stabilize foams is reduced.

1 Introduction

Switchable or stimuli-responsive materials have the ability to switch back and forth between two states, which reduces the consumption of energy and materials. For example, a switchable surfactant can be switched between a state in which it is an effective surfactant, stabilizing suspensions, emulsions and foams, and a state in which it is an ineffective surfactant, incapable of stabilizing such dispersions. In contrast, conventional surfactants continue to stabilize dispersions even when the dispersion is no longer wanted. For example, foam flotation, a method for separating desirable minerals from undesirable minerals in a crushed ore, requires a stable foam for the separation step but in the following step the foam is no longer wanted [1]. Unfortunately, the surfactants and other agents continue to stabilize the foam, so that additional chemicals such as defoamers and additional energy must be used to destroy the foam. If switchable surfactants are used, then switching the surfactant to its ineffective state should be sufficient to eliminate the foam, without any need for the addition of demulsifiers.

Literature examples of switchable surfactants can be categorized by the type of trigger that is used to induce the transition of the surfactant between the effective and ineffective forms [2, 3]. Light-responsive surfactants are known but unlikely to be suitable for most foam applications because it requires the foam to be transparent. Voltage-responsive surfactants require the foam to be electrically conductive, which may or may not be feasible. Acids, bases, oxidants, and reductants can be used as triggers but they accumulate in the solution, leading to contaminated aqueous waste streams and to steadily increasing contamination if the aqueous phase is to be reused for multiple cycles. Carbon dioxide as a trigger does not (i) accumulate in the system, (ii) contaminate the aqueous waste stream, (iii) require transparency or conductivity. CO2 is also an abundant waste material, and its use as a trigger therefore is an example of waste recycling. CO2-switchable surfactants are known in the literature [4]. We expect that the use of CO2-switchable surfactants in foam flotation and other processes involving foams will reduce the energetic and materials consumption of the processes relative to the use of conventional surfactants.

We showed in our previous study that traditional defoamers can be replaced by CO2-switchable additives [5]. Adding the CO2-switchable additive N,N,N,N-tetramethyl-1,4-butanediamine (TMBDA) to a solution of the commercially available tetradecyl trimethyl ammonium bromide (C14TAB), one can influence surface and foam properties by switching the additive. A more appealing way, however, to achieve control over foam stability is by avoiding defoamers and additives and by replacing non-switchable surfactants with CO2-switchable surfactants. CO2-switchable surfactants which allow switching foam stability have already been reported [2, 3, 6], [7], [8], [9], [10], [11]. However, the surfactants studied are nearly exclusive head-switchable compounds, i.e. they contain a nitrogen in the head group. Protonating this nitrogen, one generates a cationic surfactant. An overlooked kind of surfactant are CO2-switchable tail surfactants which have a CO2-responsive functional group in their hydrocarbon chain and were first reported by Xu et al. [12]. In that study switchable emulsion stability was investigated with the anionic surfactant 11-dimethylamino-undecyl sulfate sodium salt (DUSNa). In its unprotonated form, DUSNa is able to stabilize an emulsion. When CO2 is added to the emulsion, even at only 1 bar, the CO2-switchable tail surfactant is reversibly converted to its corresponding bicarbonate salt (Figure 1 [top]), which results in an oil/water phase separation [12]. Similar results were obtained using CO2-switchable additives to influence non-switchable surfactants [13], [14], [15], [16]. There is also a report of cationic surfactants that are pH-switchable in the tail and might quite possibly be CO2-switchable as well (e.g. 3-(dodecyl(methyl)amino)-N,N,N-trimethylpropan-1-aminium chloride, or [CH3(CH2)11N(Me)CH2CH2CH2NMe3]Cl) [17].

Figure 1: 
Molecular structure and switching scheme of (top) 11-dimethylamino-undecyl sulfate sodium salt (DUSNa) and (bottom) sodium 4-(methyl(octyl)amino)butane-1-sulfonate (C8N(Me)C4SO3Na). By sparging CO2 through an aqueous solution of the surfactant, the CO2-responsive trialkyl amine group gets protonated and the unprotonated surfactant is converted into its bicarbonate salt.
Figure 1:

Molecular structure and switching scheme of (top) 11-dimethylamino-undecyl sulfate sodium salt (DUSNa) and (bottom) sodium 4-(methyl(octyl)amino)butane-1-sulfonate (C8N(Me)C4SO3Na). By sparging CO2 through an aqueous solution of the surfactant, the CO2-responsive trialkyl amine group gets protonated and the unprotonated surfactant is converted into its bicarbonate salt.

Here we present a tail switchable surfactant with the switchable group not being at the end of the hydrophobic chain but in the middle. With surface tension and foam measurements, this study investigates for the first time the surface and foaming properties of surfactant solutions containing the novel CO2-switchable tail surfactant sodium 4-(methyl(octyl)amino)butane-1-sulfonate (C8N(Me)C4SO3Na) (Figure 1 [bottom]).

2 Experimental procedure

2.1 Synthesis of the CO2-switchable tail surfactant

Under N2, a solution of N-methyloctylamine (6.5 g, 0.045 mol, from BLDpharm, purity 97 %) in 20 mL ethyl acetate was added dropwise to a solution of 1,4-butane sultone (5 g, 0.041 mol, from BLDpharm, purity 98 %) in 15 mL ethyl acetate under stirring and at room temperature [18]. The reaction mixture was heated up to 90 °C and stirred for 44 h. After cooling down to room temperature, the reaction mixture was filtered and washed with diethyl ether. The solvent of the filtrate was evaporated under reduced pressure. A yellowish oil (3 g, yield 26 %) was obtained. NaOH (0.429 g, 0.011 mol) was added to a solution of the yellowish oil in methanol. The mixture was stirred overnight at room temperature and the methanol was evaporated under reduced pressure. The white solid was dried under vacuum to yield sodium 4-(methyl(octyl)amino)butane-1-sulfonate (2.88 g, yield 87 %).

1H NMR (500 MHz, DMSO-d6): 0.86 (t, 3H, CH3), 1.25 (s, 10H, CH2), 1.43–1.55 (m, 6H, CH2), 2.14 (s, 3H, N–CH3), 2.29 (t, 4H, N–CH2), 2.42 (t, 2H, S–CH2).

2.2 Surface tension measurements

The surface tension of the aqueous solutions was measured as a function of the surfactant concentration under either air or CO2. For measurements under air, the Du Noüy ring method was used. The measurements were done with the Dynamic Contact Angle measuring device and force Tensiometer (DCAT) from DataPhysics. The surfactant solutions were pre-sparged with N2 (Np: N2 pre-sparged) for 20 min using a P2 frit (⌀pore = 41–100 μm) before a measurement was started. This was done to remove dissolved CO2 so that the TMBDA was as unprotonated as possible. The sample vessel was rinsed three times with double-distilled water and cleaned with 5 mL of the surfactant solution. After this, 15 mL of the surfactant solution was placed in the sample vessel. Before every measurement the Du Noüy ring was rinsed with double-distilled water and annealed three times. The measurement was stopped either if the stop condition was reached (standard deviation < 0.02 mN m−1 with n = 30, i.e. the last 30 measurement points) or after 15 min at the latest.

For measurements under CO2 the Profile Analysis Tensiometer (PAT-1) from SINTERFACE Technologies was used. The solutions were pre-sparged with CO2 (Cp: CO2 pre-sparged) for 20 min using a P2 frit (⌀pore = 41–100 μm) before a measurement was started. This was done to lower the pH so that the TMBDA was as protonated as possible. Before the first measurement was started, the gas tubes of the PAT-1 were purged with CO2 for 20 min. The cuvette was rinsed three times with double-distilled water and cleaned with 5 mL of the surfactant solution. After this, 15 mL of the surfactant solution was placed in the cuvette and the remaining air space above the solution was sparged with CO2. The capillary was rinsed with double-distilled water and dried before being placed into the surfactant solution. CO2 was then pushed through the steel capillary (⌀ = 2 mm) to create a buoyant bubble [19]. The bubble size was kept constant within one measurement and for each subsequent dilution. The measurements were stopped after the surface tension reached a plateau or after 15 min at the latest. All solutions were measured at (23 ± 1) °C.

2.3 Foam measurements

The foam measurements were carried out with the commercially available FoamScan from Teclis. With image analyses, the FoamScan was used to monitor foamability, foam stability, and foam bubble sizes. The foaming solutions contained 130 mM C8N(Me)C4SO3Na in order to account for depletion and were pre-sparged with either N2 (Np) or CO2 (Cp) before the experiments were carried out [20]. The pre-sparged solution (60 mL) was inserted into the FoamScan and foamed through a porous disc (P2, ⌀pore = 41–100 μm) with N2 or CO2 with a flow rate of Q = 84 mL min−1 until a foam volume of Vfoam = 120 mL was generated. The foam generation and the foam decay were monitored by a CCD camera. Every experiment was carried out three times. A two-dimensional image of the foam bubbles was projected through a glass prism and was recorded by another CCD camera at a height of 110 mm. The bubble pictures were first modified with the image editing program ImageJ to yield skeletonized images of the bubbles [21, 22]. The modified images then were evaluated with the cell size analysis (CSA) software in order to obtain information about the arithmetic mean radius 〈r〉 and the polydispersity index (or normalized standard deviation)

(1) P I = r 2 r 2 r ,

of the foam bubbles, where 〈r2〉 is the arithmetic mean of the squares of the bubble radii [21].

The liquid fraction of the foam was determined by conductivity measurements at a height of 85 mm.

3 Results and discussion

3.1 Surface properties

The surface properties of aqueous solutions of sodium 4-(methyl(octyl)amino)butane-1-sulfonate (C8N(Me)C4SO3Na) were investigated to clarify how the switching of the surfactant affects the critical micelle concentration CMC, the plateau surface tension σCMC the maximum surface concentration Γmax and the minimum head group area Amin. For this purpose, the surface tension was measured as a function of the surfactant concentration at (23 ± 1) °C under either air or CO2. The surfactant solution was either pre-sparged with N2 (Np: N2 pre-sparged) or CO2 (Cp: CO2 pre-sparged), respectively. The σ(c)-curve of the Np solution under air and of the Cp solution under CO2 can be seen in Figure 2. The CMC of the Np solution is 23 mM and was determined at the minimum of the σ(c)-curve. The maximum surface concentration was determined by fitting the σ-ln(c)-curve with a 2nd order polynomial and by applying the Gibbs adsorption isotherm for ionic surfactants [23]. It holds

(2) Γ = 1 2 R T ( σ ln c ) p , T ,

where Γ is the surface concentration (Γmax for c = cCMC), R = 8.314 J mol−1 K−1 is the universal gas constant, T is the temperature, and (∂σ/∂ ln c)p,T is the slope of the σ(ln c)-curve [23]. The maximum surface concentration was determined at the CMC (23 mM) and is 2.5 × 10−6 mol m−2. For the minimum head group area, we obtained 67 Å2 with

(3) A min = 1 Γ max · N A ,

where NA = 6.022 × 1023 mol−1 is the Avogadro constant.

Figure 2: 
Surface tension as a function of the surfactant concentration at (23 ± 1) °C of an aqueous C8N(Me)C4SONa solution. The solution was measured under air and CO2 and was pre-sparged with N2 (Np, green) and CO2 (Cp, red), respectively. The σ(ln c)-curves below the CMC were fitted using 2nd order polynomials.
Figure 2:

Surface tension as a function of the surfactant concentration at (23 ± 1) °C of an aqueous C8N(Me)C4SONa solution. The solution was measured under air and CO2 and was pre-sparged with N2 (Np, green) and CO2 (Cp, red), respectively. The σ(ln c)-curves below the CMC were fitted using 2nd order polynomials.

Comparing the σ(ln c)-curve of the Np solution with the σ(c)-curve of the Cp solution, one sees that the curve of the Np solution has a minimum while that of the Cp solution does not. That is believed to be a result of the fact that, regardless of the pH, the surfactant is always a mixture of the neutral and protonated forms. Based upon a pKa of 10.7, typical for a protonated trialkyl amine, the % protonation of the surfactant amine group can be calculated using previously published equations [24]. The Np solution consists primarily of unprotonated surfactant but at the concentration at the minimum surface tension, 14 % of the surfactant molecules are protonated, causing the dip in the σ(c)-curve well-known for surfactant mixtures (see Figure 2 in Ref. [25]). On the other hand, the surfactant in the Cp solution is well over 99.9 % protonated, so even though a small amount of unprotonated surfactant is present, its concentration is insufficient to affect the shape of the surface tension curve. Note that one can calculate the CMC of the fully unprotonated surfactant if one knows the CMC of the fully protonated spezies, the CMC of the mixture and the composition of the mixture (see equation (13) in Ref. [25]). The calculated CMC is listed in Table 1.

Table 1:

The critical micelle concentration CMC, the plateau surface tension σCMC, the maximum surface concentration Γmax and minimum head group area Amin of an aqueous C8N(Me)C4SO3Na solution. The surface tensions were measured under air and CO2, respectively. The solutions were pre-sparged with N2 and CO2, respectively. The values in the last column are calculated/estimated according to Clint et al. [25].

System CMC (mM) σCMC (mN m−1) Γmax (10−6 mol m−2) Amin2)
C8N(Me)C4SO3Na (Np under air), 86 % unprotonated 23 40 2.5 67
C8N(Me)C4SO3Na (Cp under CO2), fully protonated 62 43 1.9 88
C8N(Me)C4SO3Na fully unprotonated 21 <35 n.a. n.a.

By switching the surfactant, i.e. protonating the CO2-responsive trialkyl amine group in the hydrocarbon chain, the CMC increases by 39 mM up to 62 mM (Table 1). The plateau surface tension also increases by 3 mN m−1 up to 43 mN m−1. Thus, the protonated surfactant is more hydrophilic and less surface active, i.e. the protonation reduces the amphiphilic nature of the surfactant. The protonation of the CO2-responsive trialkyl amine group also leads to a decrease of the maximum surface concentration by 0.6 × 10−6 mol m−2 down to 1.9 × 10−6 mol m−2 and consequently to an increase of the minimum head group area by 21 Å2 up to 88 Å2, which is the result of an increasing electrostatic repulsion between the surfactant molecules.

3.2 Foam properties

The time evolution of the foam volume Vfoam, the arithmetic mean radius 〈r〉, and the polydispersity index (or normalized standard deviation) PI of the foam bubbles were investigated for foams generated either with N2 or CO2. In Figure 3, the time evolution of the foam volume of foams generated with aqueous 130 mM C8N(Me)C4SO3Na solutions is shown for (top) foaming with N2 and (bottom) foaming with CO2. Before foaming, the solutions were pre-sparged with either N2 (Np) or CO2 (Cp). We will first discuss foams generated with N2 (Figure 2 [top]). Looking at the data one sees that it takes 75 s to generate 120 mL of foam with the Np solution, which is 20 s faster than with the Cp solution (Table 2) The liquid fraction directly after foam generation is similar for both foaming solutions (εNp = 11.8 % vs. εCp = 12.8 %). More distinct, however, is the difference in the foam stabilities. The half-life t1/2, i.e. the time during which the foam collapses to half of its volume, of foams generated with the Np solution is 1000 s which is more than three times longer than t1/2 of foams generated with the Cp solution (t1/2, Cp = 310 s). The difference in foam stability is explained by the reduced amphiphilic nature of the protonated surfactant, which is less capable of stabilizing foams.

Figure 3: 
Time evolution of the foam volume Vfoam for foams stabilized with an aqueous 130 mM C8N(Me)C4SO3Na solution. The solution was either pre-sparged with N2 (Np, green) or pre-sparged with CO2 (Cp, red); (top) foamed with N2 (Q = 84 mL min−1); (bottom) foamed with CO2 (Q = 84 mL min−1).
Figure 3:

Time evolution of the foam volume Vfoam for foams stabilized with an aqueous 130 mM C8N(Me)C4SO3Na solution. The solution was either pre-sparged with N2 (Np, green) or pre-sparged with CO2 (Cp, red); (top) foamed with N2 (Q = 84 mL min−1); (bottom) foamed with CO2 (Q = 84 mL min−1).

Table 2:

Time evolution of the arithmetic mean radius 〈r〉 and polydispersity index PI (extracted from Figure 4) of the foam bubbles after generation as well as t120 and the half-life t1/2 of foams stabilized with an aqueous 130 mM C8N(Me)C4SO3Na solution. The solutions were either pre-sparged with N2 (Np, green) or CO2 (Cp, red) before foaming with N2.

System t/s t120 /s t1/2/s
0 100 200
C8N(Me)C4SO3Na, Np, N2 r〉 (mm) 0.28 0.27 0.28 75 1000
PI 0.16 0.24 0.38
C8N(Me)C4SO3Na, Cp, CO2 r〉 (mm) 0.34 0.32 95 310
PI 0.42 0.49

In Figure 3 (bottom) the time evolution of the foam volume of foams generated with CO2 can be seen. Regardless of pre-sparging, no foam is generated over a period of 1200 s. This gives a glimpse into the kinetics of switching. Foaming the Np solution with CO2, one rapidly converts the surfactant from its unprotonated form into its bicarbonate salt. Therefore, and because foams generated with CO2 are in general less stable than foams generated with N2 [8], there is no foam formation for either the Np or the Cp solution. However, the same rapid conversion happens also in the other direction because it is possible to generate foam with the Cp solution and N2 in a time not much longer than for the Np solution (Figure 3 [top]). Due to the lack of foaming, no liquid fraction ε and no cell size pictures of the foam bubbles were recorded for the measurements with CO2 as the foaming gas.

Let us conclude by looking at the mean bubble sizes and the PI of the bubbles of foams generated with N2. The cell size analysis pictures of the foam bubbles generated with the Np solution is shown in Figure 4 together with the bubble size distributions at 0 s, 100 s, and 200 s after foam generation. The initial mean bubble size is 0.28 mm and does not change over a period of 200 s (Table 2). However, the PI increases from 0.16 to 0.38, indicating that coalescence is the main mechanism of decay in the first 200 s.

Figure 4: 
Cell size analysis pictures and bubble size distributions n/ntotal plotted versus the bubble radius r for foams stabilized with an aqueous 130 mM C8N(Me)C4SO3Na solution foamed with N2. Photos were taken 0 s, 100 s, and 200 s after foam generation stopped. (Top) the surfactant solution was pre-sparged with N2 (Np, green). (Bottom) the surfactant solution was pre-sparged with CO2 (Cp, red).
Figure 4:

Cell size analysis pictures and bubble size distributions n/ntotal plotted versus the bubble radius r for foams stabilized with an aqueous 130 mM C8N(Me)C4SO3Na solution foamed with N2. Photos were taken 0 s, 100 s, and 200 s after foam generation stopped. (Top) the surfactant solution was pre-sparged with N2 (Np, green). (Bottom) the surfactant solution was pre-sparged with CO2 (Cp, red).

Due to the higher instability of the foam generated with the CO2 pre-sparged (Cp) solution, the foam already starts to decompose at the camera height after 100 s and after 200 s only a few remnants of the foam are left to be seen (Figure 4 [bottom]). At 0 s the average bubble size of this foam is 0.34 mm. However, the PI is rather large with 0.42. Looking at the bubble size distribution n/ntotal at 0 s (Figure 4 [bottom left]), one sees that nearly 90 % of the foam bubbles have a radius between 0.25 mm and 0.35 mm. Thus, the large PI is mainly due to the presence of three large bubbles.

4 Conclusions and outlook

The new anionic surfactant sodium 4-(methyl(octyl)amino)butane-1-sulfonate (C8N(Me)C4SO3Na) is CO2-switchable due to an amine group embedded in the hydrophobic tail. If an aqueous solution of this surfactant is saturated with CO2, then the amine group becomes protonated and the CMC and plateau surface tension are significantly increased relative to those of the same surfactant in the absence of CO2. The bicarbonate salt of the protonated surfactant contains a hydrophilic charged group in the middle of the hydrophobic tail and therefore has reduced amphiphilic character. The ability of this surfactant to stabilize a foam is greater if CO2 is absent. If a solution of the surfactant has been pre-sparged with N2 gas (Np: N2 pre-sparged) and then foamed with N2, the resulting foam has a half-life of 1000 s. In contrast, if a solution of the surfactant has been pre-sparged with CO2 gas (Cp: CO2 pre-sparged) and then foamed with N2, a foam can still be generated but it is much less stable, because a substantial fraction of the surfactant is still protonated, thus having reduced amphiphilicity and being ineffective at stabilizing a foam. If the gas used to create the foam is CO2, then a foam cannot be generated over a period of 1200 s regardless of the pre-sparging of the solution. Even if the solution was N2 pre-sparged, a foam could not be generated with CO2. That shows that the switching process is rapid; introduction of the CO2 foaming gas protonates enough of the neutral surfactant in the first few seconds to reduce the neutral surfactant concentration below that necessary to stabilize a foam.

Future avenues of research suggested by this study are the development of other surfactants with CO2-switchable tails, including surfactants containing cationic or nonionic head groups, or with the amine group placed at different positions along the length of the hydrophobic tail. In addition, use of these tail-switchable surfactants to applications that require temporary foams will be explored, with the hope that their reversible switchability will reduce energy and materials consumption and thereby reduce the economic and environmental costs of such processes.


Corresponding author: Cosima Stubenrauch, Institute of Physical Chemistry, University of Stuttgart, Stuttgart, Germany, E-mail:

About the authors

Robin R. Benedix

Robin R. Benedix studied Chemistry at Stuttgart University and completed his Master Thesis in 2022. He has been a PhD student in Physical Chemistry at Stuttgart University, Germany, since June 2023.

Hailey Poole

Hailey Poole received her dual master’s degree in chemistry from Queen’s University and Stuttgart University in 2021. She worked as an organic chemist and operations manager at OzoneBio, Canada, from April to November 2022. She has been an environmental scientist at livestock water recycling, Canada, since November 2022.

Diana Zauser

Diana Zauser was trained as a chemical laboratory technician at the Kerschensteiner School, Stuttgart, Germany. She successfully completed her training in 1990 and since then has been working at the Institute of Physical Chemistry at Stuttgart University, Germany.

Natalie Preisig

Dr. Natalie Preisig studied Physics and received her Diploma in Physics at Omsk State University, Russia, in 1992. She worked as scientific officer at the Institute of Catalysis, Omsk, Russia from 1992 to 2002. She received her PhD in Physical Chemistry at Cologne University, Germany, in 2007. In 2008 she was a postdoctoral research fellow at University College Dublin, Ireland. Since 2009 she has been working as a senior researcher at Stuttgart University, Germany.

Philip G. Jessop

Philip G. Jessop earned a PhD in Inorganic Chemistry at the University of British Columbia, Canada, in 1991. After that he was a postdoctoral fellow at the University of Toronto and then later worked as a contract researcher for Prof. Ryoji Noyori in Japan from 1993 to 1996. He then served as a faculty member at the University of California, Davis. Since 2003 he has been working at Queen’s University in Canada, helping to create two spin-off companies and GreenCentre Canada, a non-profit center for the commercialization of green chemistry technologies.

Cosima Stubenrauch

Prof. Dr. Cosima Stubenrauch studied Chemistry and received her PhD in Physical Chemistry at the TU Berlin, Germany in 1997. After a one-year postdoctoral fellowship at the Université Paris Sud, she worked at Cologne University from 1999 to 2004, where she finished her Habilitation. From 2005 to 2009 she worked as a senior lecturer at University College Dublin, Ireland. Since 2009 she has been full professor at Stuttgart University, Germany. Furthermore, since 2014 she has been Dean of the Chemistry Faculty at Stuttgart University and since 2010 she has been docent at the KTH Royal Institute of Technology, Stockholm (Sweden).

  1. Author contributions: Robin R. Benedix conceptualized the study, carried out all experiments, analyzed all data, and wrote the first draft of the manuscript. Hailey Poole conceptualized the study. Diana Zauser synthesized and purified the CO2-switchable tail surfactant. Natalie Preisig reviewed and edited the manuscript. Philip G. Jessop conceptualized the study, reviewed, and edited the manuscript. Cosima Stubenrauch conceptualized the study, supervised the study, reviewed, and edited the manuscript. All authors contributed to and approved the final draft of the manuscript.

  2. Research funding: This research did not receive any specific grant from funding agencies in the public, commercial, or not-for-profit sectors.

  3. Conflict of interest statement: There are no conflicts to declare.

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Received: 2023-04-25
Accepted: 2023-05-04
Published Online: 2023-06-06
Published in Print: 2023-07-26

© 2023 Walter de Gruyter GmbH, Berlin/Boston

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