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Selection from a pool of self-assembling lipid replicators


Replication and compartmentalization are fundamental to living systems and may have played important roles in life’s origins. Selection in compartmentalized autocatalytic systems might provide a way for evolution to occur and for life to arise from non-living systems. Herein we report selection in a system of self-reproducing lipids where a predominant species can emerge from a pool of competitors. The lipid replicators are metastable and their out-of-equilibrium population can be sustained by feeding the system with starting materials. Phase separation is crucial for selective surfactant formation as well as autocatalytic kinetics; indeed, no selection is observed when all reacting species are dissolved in the same phase. Selectivity is attributed to a kinetically controlled process where the rate of monomer formation determines which replicator building blocks are the fittest. This work reveals how kinetics of a phase-separated autocatalytic reaction may be used to control the population of out-of-equilibrium replicators in time.


Living systems are comprised of various functional assemblies and machines which control molecular and greater length-scale processes. These systems operate far-from-equilibrium to control self-organization and synthetic processes including self-replication1,2,3,4. Encoding, transmitting and reading information are widely understood to be important in self-replication, along with the presence of a metabolism and the ability of a system to undergo evolution.

Self-replication has been described in a variety of synthetic systems5,6. The most widely studied class of replicators are based on templated autocatalysis where interactions between self-replicating product and precursors form additional product (Fig. 1a). This molecular replication mechanism is well-known in living systems where RNA and DNA store, transmit and duplicate information. The “RNA world” is based on the idea that chemical processes generated autocatalytic oligomers of RNA, which could then undergo selection and evolution.

Fig. 1: Selectivity in autocatalytic species.

a Template replicators operate by a recognition mechanism, directing their own formation via template-directed processes. Synthetic template replicators are often inspired by biological replicators such as DNA and RNA. b Surfactant replicators operate by self-assembly of lipid aggregates. Aggregates, such as micelles and vesicles promote reactions between phase-separated components to form more lipid building blocks and additional self-assembled aggregates. c This work: selectivity in a pool of competing replicators. Reaction between hydrophilic 1 and hydrophobic 2 leads to amphiphilic metastable building-blocks 3, which self-assemble and are consumed to form thermodynamic waste product 4. Selection from a pool of competitive reactants 2a–c is observed to preferentially form metastable building block 3a during replication under out-of-equilibrium conditions. Selection is attributed to kinetically controlled preferential formation of the fastest replicator.

Cellular compartments concentrate and isolate the machinery of life, including informational template molecules like RNA, from the environment7. Another prebiotic hypothesis involves the “lipid world”, which postulates that autocatalytic amphiphilic boundary structures preceded biopolymers and could have provided suitable microenvironments for the emergence of cellular life8.

Self-replicating surfactants are therefore intriguing species that operate by different autocatalytic mechanisms than template replicators (Fig. 1). Lipid-based systems self-replicate by forming supramolecular aggregates, which catalyze interfacial reactions to form monomeric lipids, the building blocks of the aggregates9,10. The formation of compartments by product self-assembly is inherent in these systems. Compartmentalization localizes and encloses chemical components and reactions, and drives replication (Fig. 1b).

One critical difference between autocatalysts that self-reproduce by a template-directed mechanism and those that replicate using lipid-aggregate mechanisms is in the emergent properties that have been demonstrated in each case. For example, template replicators have been shown to be capable of complex behavior such as selection, where a predominant species can emerge from competing components5,11,12,13. Such experiments are generally viewed as being supportive of prebiotic ‘replicator-first scenarios’ such as the RNA world. In contrast, examples of self-replicator selection in systems of lipid aggregates which spontaneously form cell-like structures are unknown14.

A number of theoretical studies have used non-equilibrium models to provide insight into how selective autocatalysts may emerge, grow and replicate15,16. The graded autocatalysis replication domain (GARD) model has been used to study how compositional genomes may appear and evolve in a lipid world scenario17,18,19. Intriguingly, this model predicts that selection will not be observed in organized, mutually catalytic networks at equilibrium, but will be enabled when replication occurs out-of-equilibrium, and that at a threshold called the Morowitz boundary such a system may lead to natural selection14.

Synthetic replicators generally form kinetically trapped or thermodynamic products20,21,22,23,24,25,26 until their precursors are consumed, at which point the system moves toward thermodynamic equilibrium. We recently reported a metastable autocatalytic lipid that is both created and destroyed, so that the replicator is a kinetic rather than thermodynamic product27. These lipids are produced by a catalyst-mediated interfacial reaction from two phase-separated species, followed by self-organization into micelles. The lipid subsequently undergoes a catalyst-mediated destruction. Transiently formed self-aggregating lipids represent a unique opportunity to explore replication under out-of-equilibrium conditions. Synthetic systems that mimic the non-equilibrium dynamic functions seen in biology may be capable of performing work28,29,30,31. Supramolecular structures that can maintain dynamic steady states should make it possible to observe functions that cannot be observed at equilibrium 32,33,34,35,36,37.

Herein we report selection in a system of self-reproducing lipids that form micelles and mimic primitive cell-like aggregates. Our system consists of phase-separated substrates: hydrophilic alkene 1 and hydrophobic alkenes 2ac (Fig. 1c) that react across the interface to produce a set of metastable building blocks 3ac which are then consumed to form the thermodynamic product 4.

When all reacting species are dissolved in the same phase, 3ac form as thermodynamic products and no selection in their formation is observed. However, selection—where one lipid replicator preferentially forms over another—does occur under phase-separated conditions where 3ac form transiently as kinetic products. Selection in building blocks 3ac produces a lipid population enriched in certain replicators, which can be sustained in time via continuous influx of reagents in an open system (continuously stirred tank reactor). Mechanistic analysis of this system suggests that selection is based on kinetic amplification of the replicator that is formed fastest.


Phase separation triggers replicator selection

Using the recently reported metastable surfactant replicators 3a or 3c27 as a platform, we decided to explore what differences may be observed between self-replicators kept out-of-equilibrium and (already well-explored) self-replication to a thermodynamically stable product5,6.

Hydrophobic alkenes 2ac differ only in their carbon chain lengths by three methylene unit increments. Using Grubbs 2nd generation catalyst, we first studied alkene metathesis between 1 and 2ac without phase separation, using a t-BuOH:D2O solvent mixture where all reaction components are soluble. The hydrophobic reagents 2ac were used in excess (5 eq) to minimize the effect of their consumption on reaction rates. These single-phase reactions gave amphiphiles 3a, 3b and 3c. Here, the kinetics of amphiphile formation were linear and no lag period or autocatalytic kinetics were seen (Fig. 2a). No selection was observed between 3ac which formed in an ~1:1:1 ratio. We also note that under these conditions, amphiphiles 3ac appear thermodynamically stable and very little, if any, 4 was formed.

Fig. 2: Formation of transient surfactants under homogeneous and phase-separated conditions.

Concentration vs. time of hydrophilic 1 (black), amphiphiles 3a (magenta), 3b (blue), 3c (green) and waste product 4 (yellow), determined via UPLC separation of an aliquot of the reaction mixture. a Reaction scheme and conditions. b Under homogeneous conditions in t-BuOH:D2O, no autocatalytic kinetics were observed and formation of 3a–c was non-selective. c Reaction under biphasic conditions, using D2O and a 1:1:1 mixture of 2a:2b:2c. Autocatalytic kinetics in the consumption of 1 and selectivity in lipid formation are observed. Source data are provided as a Source Data file.

Using D2O as solvent so that hydrophilic 1 and excess hydrophobic 2a–c are phase separated, the concentration profiles of building blocks 3a–c follow the expected pattern for the replication of a metastable species. The exact profiles vary by building block, but each features an initial lag period, followed by exponential increase and finally consumption after reaching a concentration maximum (Fig. 2b). Selection, in the form of preferential formation of one species over another, for the formation of 3a over 3b and 3c is clearly observed. This is most notable at the beginning of the reaction when only 3a is formed in detectable amounts. Formation of 3a is followed by the appearance of 3b and then 3c. There is a direct correlation between the length of the initial lag period and the length of the hydrophobic chain. This trend between the reaction rate and chain length is maintained until the limiting reagent 1 is fully consumed. These results are related to the known effects of phase separation on the composition of dynamic covalent libraries38,39,40, albeit in this case selectivity is observed in transient kinetic rather than thermodynamic products.

In this system, both autocatalysis and cross-catalysis are readily demonstrated by seeding the reaction of 1 and 2c to produce 3c with 3c (Supplementary Fig. 29) or with 3a (Supplementary Fig. 30). In these experiments, the lag periods are no longer present and the formation of 3c is accelerated. On this basis, surfactants 3a–c are all expected to act as autocatalysts and cross-catalysts, although no other pathways were explicitly visualized. Cross-catalysis where 3a promotes formation of 3c is slightly less effective than autocatalysis with 3c, presumably due to the much higher critical micelle concentration (CMC) of 3a (CMC’s at 60 °C, 3a: 0.68 mM; 3b: 0.09 mM; 3c: 0.004 mM, see Supplementary Figs. 3941).

Surfactants 3a–c dispersed in aqueous solutions at low concentrations (<0.3 mM for 3b and 3c) formed spherical micelles close to 30 nm in diameter. For 3a, these assemblies persisted at higher concentrations, while in the case of 3b and 3c granular aggregates were observed by transmission electron microscopy (TEM) and particle sizes of 100–600 nm were detected by dynamic light scattering (DLS).

CSTR allows sustained populations of metastable replicators

A steady-state replicator population can be achieved under open-system conditions using a continuous stirred tank reactor (CSTR), with a balanced influx of starting material and efflux of the reaction mixture (Fig. 3)41,42. The system is thus kept in a non-equilibrium dynamic steady state when a single building block is involved (see Supplementary Figs. 32, 33). With the system operating in a CSTR using a 1:1:1 mixture of alkenes 2a, 2b and 2c, an initial lag period was observed, followed by exponential growth of the building blocks 3a, 3b and 3c (Fig. 3a). A dynamic steady state dependent on reagent influx rate is then achieved after a transient concentration maximum resulting from consumption of 1 present in the initial reaction mixture. The three amphiphiles reached different steady-state concentrations; the one with the highest population was 3a, followed by 3b and 3c. This is the same selectivity trend as observed under batch conditions (Fig. 2b).

Fig. 3: Competition experiments between different replicator building blocks using a CSTR.

Concentration vs. time is shown for 3a (magenta), 3b (blue) and 3c (green). a Scheme of the CSTR setup and the competing transient replicators. b Using a 1:1:1 mixture of 2a, 2b and 2c, different steady-state concentrations of amphiphiles are established after transient peaks allowed by initial reaction conditions. c Starting with only 2c establishes a steady state of 3c; changing to a 1:1:1 mixture of 2a:2b:2c, moves the system to a similar state as above. d Initially using a 1:1 mixture of alkenes 2a:2c leads to a steady state of both 3a and 3c. Switching to a 1:1:1 mixture of 2a:2b:2c again forms a distribution of 3a–c. Source data are provided as a Source Data file.

The difference in the populations of 3ac is maintained for as long as the CSTR operates, or for as long as energy in the form of chemical reactants is provided, allowing the consumption of 1 and 2ac and their transformation into replicators 3ac. After 7.5 h, turning off the flows results in the system moving toward equilibrium, with complete consumption of the remaining 1 and 3ac to form 4 (Fig. 3a).

To see how the populations of competing building blocks adapt to changes in the composition of hydrophobic phase, we designed an experiment to establish a steady state of the least fit building block 3c starting only with 2c (Fig. 3b). After 5.5 h, the hydrophobic channel was switched to a 1:1:1 mixture of alkenes 2a:2b:2c. Surfactants 3a and 3b started to form without a lag period, due to the amphiphile 3c being already present. While the concentrations of 3a and 3b increased, the concentration of the originally present 3c and 1 decreased, leading to a new steady state which is essentially the same as shown in Fig. 3a. The system readily adapts to the new conditions where the relative concentrations are established by balancing the kinetics of formation/destruction and the flow parameters. Again, when the flows were turned off (after 9.5 h), the system moved toward thermodynamic equilibrium (Fig. 3b).

Intrigued by this robust display of adaptability, we conducted an experiment where a steady state of two amphiphiles “fittest” 3a and “least fit” 3c was first obtained (Fig. 3c). Using a 1:1 mixture of 2a:2c, the population of 3a was approximately double that of 3c. After 5.5 h, switching to a 1:1:1 mixture of 2a:2b:2c caused the system to respond by slightly decreasing the concentrations of 3a and 3c, and concomitant formation of 3b. The population of 3b eventually outcompeted 3c and the system reached the same steady state as above, independent of the initial conditions. Turning off the flows once again led to the equilibrium state, with complete conversion of the remaining amphiphiles into 4 (Fig. 3c).

Kinetically controlled selectivity

The data presented are summarized in a graph comparing phase-separated (under batch conditions and using CSTR) and homogeneous (without phase separation) experiments, at different reaction times (Fig. 4a). The main conclusions that can be extracted are: (1) Phase separation, which is crucial for keeping the system out-of-equilibrium, is also essential for selection. (2) Kinetic factors and selection are highly correlated, so that there is a strong time dependence on selectivity—for example, in batch reactions higher selectivity is observed at shorter reaction times.

Fig. 4: Selection of replicators arises from phase separation and their different kinetic properties.

a Relative abundance of building blocks 3a (magenta), 3b (blue) and 3c (green) at different reaction times under homogeneous and biphasic (batch and CSTR) conditions. b No significant difference in destruction rates of 3ac was observed. c Concentration vs. time of 1 using 2a, 2b or 2c for phase-separated batch conditions. d Rate of consumption of 1 vs. time using 2a, 2b or 2c under biphasic batch conditions, showing the expected bell-shaped curves of autocatalytic reactions. Source data are provided as a Source Data file.

To investigate the origin of selection in building block formation, we designed a series of experiments discussed below, which led us to the conclusion that this process is kinetically controlled. Destruction of the metastable building blocks was studied by independently subjecting 3a, 3b or 3c to biphasic reaction conditions involving D2O, Grubbs 2nd generation catalyst and a 1:1:1 mixture of 2a:2b:2c. Interestingly, every amphiphile was first converted into a mixture of 3a, 3b and 3c (see Supplementary Fig. 34), consistent with a destruction mechanism where Ru-activated hydrophobic alkenes react with 3ac27. Finally, building blocks 3ac were consumed to form thermodynamically stable 4. There is little, if any, significant difference in the rates of destruction of the different building blocks, especially at the early stages (Fig. 4b, consumption of 3ac from three independent experiments). As the destruction is non-selective, it follows that different rates of formation of 3ac must be responsible for selection.

Kinetic parameters of amphiphile formation were investigated to explain the observed selection. Carefully comparing the consumption of 1 with 2a or 2b or 2c under batch reaction conditions shows sigmoidal kinetic profiles and reveals that the reaction is fastest with 2a (Fig. 4c). Plotting the rate of consumption of 1 over time for each case (Fig. 4d and Supplementary Figs. 3537) shows the expected bell-shaped profile for an autocatalytic reaction11, with an acceleration and a decay period. The maximum rate is almost three times faster for 3a than for 3b or 3c (Fig. 4d, magenta line vs. blue or green).

While many processes are undoubtedly involved here5, insight may be gained by considering a highly simplified scenario. Assuming pseudo-first-order conditions, the process can be deconvoluted into two mechanisms: an uncatalyzed contribution responsible for initial building block formation (v = kuncat · [1]), and a catalytic contribution that uses product to accelerate the reaction (v = kcat · [1] · [3]), which allows an estimation of both rate constants43. While for 3b and 3c all rate constants are within one order of magnitude, the rate constants for 3a are an order of magnitude higher (see Supplementary Figs. 3538).

We propose that the rate of both catalyzed and uncatalyzed surfactant formation is dependent on the hydrophobicity of the alkyl chains being incorporated into the surfactant molecule. Indeed, shorter alkanes are known to have higher solubility in water44, in correlation with the observed kinetic selection where both uncatalyzed and catalyzed rate constants are in the order 3a>3b>3c. However, water solubility of 2ac cannot by itself explain selection, as 3ac are formed via organometallic complexes where the respective alkyl chain is bound to Grubbs II (activated fatty ruthenocarbenes). Water solubility of these species is expected to be extremely low regardless of the length of Ru-bound alkyl chain, thus necessitating an interfacial reaction. We therefore propose that these Ru carbene intermediates have an increasing tendency to approach the aqueous-organic interface in the order of decreasing hydrophobicity, which translates to higher rates of surfactant synthesis.

As dispersions of pure 3a tend to form smaller particles than 3b and 3c (Supplementary Figs. 4350), it is also necessary to consider a potential influence of particle sizes on selectivity. For example, micelles made of 3a may be more catalytically active due to their smaller size and therefore higher surface to volume ratio. Such an effect would require self-segregation of the surfactant mixture into small 3a-rich micelles and larger 3b/3c-rich assemblies. Additionally, selective uptake of hydrophobic alkenes into micelles would be required. An equimolar mixture of 3ac was shown by DLS to form particles in 100–300 nm range with no evidence of such partitioning. Furthermore, influence of particle size on reaction rate cannot explain the observed differences in uncatalyzed rate constants which quantify the rate of surfactant formation in absence of micelles. This leads us to conclude that differences in particle size are a highly unlikely contribution to the observed selectivity.

To further test our hypothesis about the origin of selectivity, we conducted experiments using less hydrophobic ether-containing analogs of 2c. Here, amphiphile 3d was amplified relative to its pure alkyl chain counterpart 3c under both batch (Fig. 5a) and CSTR (Fig. 5b) conditions using a 1:1 mixture of 2c and 2d. In both cases, concentrations of 3d were ~2× higher than of 3c, a similar strength of selection as observed for 3a relative to 3c. This demonstrates that very minor structural differences can lead to significant selectivity in amphiphile formation. When even more hydrophilic 2e with four ether moieties was used in competition with 2c, almost exclusive formation of the corresponding hydrophilic amphiphile occurred but was not followed by replicator destruction (see Supplementary Fig. 31). Additionally, no cross-catalytic behavior was observed while seeding the formation of 3c with 2e-derived amphiphile, implying that excessive hydrophilicity leads to a breakdown of self-assembly and disables the transient surfactant behavior.

Fig. 5: Selective formation of a surfactant with decreased hydrophobicity.

Concentration vs. time is shown for 1 (black), 3c (green), 3d (purple) and 4 (orange). a Scheme showing the reaction and experimental conditions. b Experiment performed under biphasic batch conditions. c Experiment performed under CSTR conditions. Amphiphile 3d is amplified relatively to 3c in both cases. Source data are provided as a Source Data file.


In conclusion, we have experimentally demonstrated that selection can occur in a system of autocatalytic lipids that compete for a common precursor. Minor structural differences strongly affect which building blocks are selected for. Selection does not arise from formation of the thermodynamically most stable replicator, but rather from kinetic factors involved in the synthesis of building blocks. The system is highly dynamic in that it rapidly adapts and responds to changes in precursor concentration or composition. While the autocatalytic behavior is not the direct cause of selection, both of these phenomena are enabled by the same set of prerequisites. In particular, both require phase-separated reagents undergoing an interfacial reaction.

This work sheds light on unexplored aspects of autocatalysis and contributes to understanding of how replicator selection can occur in self-reproducing systems. While template-based replicators such as RNA or DNA have well understood mechanisms of selection and evolution, such mechanisms in other classes of replicators are scarcely studied. Here we reveal how kinetic effects may be used to exert selection and control the populations of dynamic species in time. This work also has implications for understanding how amphiphile-based prebiotic chemical systems can evolve in time.


General experimental details

Reagents were obtained from Sigma-Aldrich, Alfa, Fluorochem and TCI suppliers and used without further purification. Argon atmosphere and/or flame-dried glassware were used where anaerobic or anhydrous conditions were required. All reactions were stirred with magnetic followers. See Supplementary Methods for synthetic procedures and details of kinetic analysis. Flash column chromatography was performed using silica gel (60 Å, 0.033–0.070 mm, BDH). TLC analysis was done on Merck Kiesegel 60 F254 0.25-mm precoated silica plates. Reactant flow in CSTR experiments was applied using World Precision Instruments AL-1000 syringe pumps.

UPLC chromatography

Analytical separations were done using Waters Acquity Ultra Performance Liquid Chromatography (UPLC) H-Class with PDA detector and the data were analyzed with Empower software. Acquity UPLC BEH C18 column, 2.1 × 50 mm with a 1.7-µm-size particle was used, eluting with MeOH/H2O (5:95–95:5 over 5 min).

CMC determination

Fluorimetry was done using Edinburgh Instruments Spectrofluorometer FS5 and the data collected with Fluoracle software. A literature method was followed45, using 1,6-diphenyl-1,3,5-hexatriene (DPH) as a fluorescent probe with excitation wavelength of 358 nm and emission wavelength of 430 nm. The CMC for alkenes 3a–d was extracted from a plot of emission vs. concentration (Supplementary Figs. 3942). Experiments were performed at 60 °C to stay within optimal instrument parameters and the trends observed at 60 °C are expected to hold under reaction conditions at 80 °C.

Dynamic light scattering

DLS analysis was done using a Malvern Zetasizer Nano ZEN5600 with Zetasizer software. For each measurement, 1.0 ml of sample solution was placed in a disposable plastic cuvette and thermostatted at 60 °C. See Supplementary Figs. 4347 for DLS results.

TEM experiment

Analysis was done using a FEI Tecnai 12 TEM at 120 kV with a Gatan OneView CMOS camera (Supplementary Figs. 4850). Images were produced using negative staining. Freshly glow discharged carbon Formvar 200 mesh copper grids were treated with 10 µl of sample solution for 2 min, blotted with filter paper and stained with 2% uranyl acetate for 10 s, then blotted and air dried.

Compounds characterization

1H NMR and 13C NMR spectra were recorded on Bruker AVIII HD Nanobay 400 MHz or Bruker AVIII HD 500 MHz spectrometers and referenced to residual solvent signals (Supplementary Figs. 111). High-resolution mass spectra were recorded on a Bruker MicroTOF under electrospray ionization, or alternatively using electronic or chemical ionization where necessary. Melting points (m.p.) were obtained from recrystallized samples using a Leica Galen III heated-stage microscope and are uncorrected.

Data availability

All reported data are freely available from the authors on request. Correspondence and requests for materials should be addressed to S.P.F. The source data underlying Figs. 2b, c, 3b–d, 4a–d, 5b, c, and Supplementary Figs. 2931 and 3342 are provided as a Source Data file.


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We thank the European Research Council (Consolidator Grant ‘autocat’, 681491) and the EPSRC (Standard Grant EP/M025241/1) for funding. We thank Mr. Enrique García for the graphical design of Fig. 1 and Dr. Errin Johnson from Sir William Dunn School of Pathology at the University of Oxford for assistance with the TEM experiments.

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I.C. and A.B. performed the experiments. I.C., A.B. and S.P.F. contributed to designing and analyzing the experiments and writing and editing the manuscript.

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Correspondence to Stephen P. Fletcher.

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Colomer, I., Borissov, A. & Fletcher, S.P. Selection from a pool of self-assembling lipid replicators. Nat Commun 11, 176 (2020).

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