Alina
Burmeister
ad,
Fabienne
Hilgers
b,
Annika
Langner
a,
Christoph
Westerwalbesloh
a,
Yannic
Kerkhoff
d,
Niklas
Tenhaef
a,
Thomas
Drepper
b,
Dietrich
Kohlheyer
ac,
Eric
von Lieres
a,
Stephan
Noack
a and
Alexander
Grünberger
*ad
aInstitute of Bio- and Geosciences, IBG-1: Biotechnology, Forschungszentrum Jülich, 52425 Jülich, Germany
bInstitute of Molecular Enzyme Technology, Heinrich-Heine-University Düsseldorf, Forschungszentrum Jülich, 52428 Jülich, Germany
cRWTH Aachen University, Microscale Bioengineering (AVT.MSB), 52074 Aachen, Germany
dMultiscale Bioengineering, Bielefeld University, Universitätsstr. 25, 33615 Bielefeld, Germany. E-mail: alexander.gruenberger@uni-bielefeld.de; Tel: +49 521 106 5289
First published on 29th November 2018
Interspecies interactions inside microbial communities bear a tremendous diversity of complex chemical processes that are by far not understood. Even for simplified, often synthetic systems, the interactions between two microbes are barely revealed in detail. Here, we present a microfluidic co-cultivation platform for the analysis of growth and interactions inside microbial consortia with single-cell resolution. Our device allows the spatial separation of two different microbial organisms inside adjacent microchambers facilitating sufficient exchange of metabolites via connecting nanochannels. Inside the cultivation chambers cell growth can be observed with high spatio-temporal resolution by live-cell imaging. In contrast to conventional approaches, in which single-cell activity is typically fully masked by the average bulk behavior, the small dimensions of the microfluidic cultivation chambers enable accurate environmental control and observation of cellular interactions with full spatio-temporal resolution. Our method enables one to study phenomena in microbial interactions, such as gene transfer or metabolic cross-feeding. We chose two different microbial model systems to demonstrate the wide applicability of the technology. First, we investigated commensalistic interactions between an industrially relevant L-lysine-producing Corynebacterium glutamicum strain and an L-lysine auxotrophic variant of the same species. Spatially separated co-cultivation of both strains resulted in growth of the auxotrophic strain due to secreted L-lysine supplied by the producer strain. As a second example we investigated bacterial conjugation between Escherichia coli S17-1 and Pseudomonas putida KT2440 cells. We could show that direct cell contact is essential for the successful gene transfer via conjugation and was hindered when cells were spatially separated. The presented device lays the foundation for further studies on contactless and contact-based interactions of natural and synthetic microbial communities.
Humans have made use of bacterial interplays for decades, mainly for food production or environmental tasks, such as wastewater treatment or bioremediation.1 In contrast to these rather complex communities with undefined substrates, synthetic microbial consortia are being developed as a minimalistic approach to better understand and make use of bacterial interactions.5 Hence the development of more defined and controllable engineered synthetic consortia in biotechnological production processes is gaining more and more interest.6–8 New applications include, for example, the production of ethanol,9 hydrogen,10 and biopolymers.11 Many other publications demonstrate that a wide range of products from bulk chemicals9 to high value products, such as taxadiene,12 can be produced by a synthetic microbial consortium.
Co-cultures have many advantages compared to mono-cultures as they can perform more complex metabolic tasks and seem to be more robust to environmental changes.13 To reveal and understand the whole potential of microbial interactions, in silico models have been developed and tested for consortia of different complexity.8,14 Computational models can help to design new synthetic co-cultures, yet practical analytical tools for precise analysis of interactions between different strains in a co-culture are lacking.
Single-cell analysis methods for heterogeneity studies, such as flow cytometry (FC) are not suitable for interaction studies. This method provides only a snapshot of a population at a specific time point, but no knowledge about cellular interactions or time-dependent cell behavior is gained.15
To fully understand microbial interactions under defined conditions, a small-scale approach with single-cell resolution is essential, which can be realized with microfluidic cultivation tools.16 However, not all microfluidic tools are suitable for the analysis of bacterial co-cultures. For example, droplet microfluidic systems allow screening for interaction, but the mechanisms remain mostly hidden as the local microenvironment is weakly defined, and nutrients are limited due to small medium volumes. Therefore microfluidic devices based on well-defined cultivation chambers in combination with time-lapse imaging to achieve single-cell resolution and high temporal resolution appear to be a suitable choice.16
Various microfluidic co-cultivation devices have been developed, mainly with a focus on mammalian cell culture. In contrast, microfluidic systems for the analysis of microbial consortia are still rare,17,18 and only some microfluidic systems with different working principles have been reported so far that allow defined co-cultivation of microbial cells (Table 1). Microdroplets, microwells, microhabitat structures and microchambers lack defined and controlled environmental conditions. Due to the batch cultivation principle within these devices, the environmental conditions are permanently changing.19–23 In contrast, the reported “microfluidic single-cell chemostat” from Moffitt et al.24 allows for continuous medium supply and exchange of medium. The drawback of the system is the agarose pad-based cultivation region, in which exchanged metabolites accumulate over time and thus lead to different unknown substrate concentrations during cultivation time.24 PDMS-based monolayer growth chambers are the only reported systems with defined microenvironments and single-cell resolution but were not applied for co-cultivation studies before.25 Long-term studies could be problematic, because in a commensalistic interaction, for example the slower growing auxotrophic strain will be overgrown very fast (Fig. S1†).
System | Defined microenvironment | Single-cell resolution | Contactless studies | Contact-based studies | References |
---|---|---|---|---|---|
Microdroplets | No | No | No | Yes | Park et al.19 |
Microwells | No | No | Yes | No | Kim et al.20 |
Microhabitat structures | No | No | No | Yes | Keymer et al.21 |
Hol et al.22 | |||||
Microchambers with porous membrane | No | No | Yes | No | Nagy et al.23 |
Single-cell chemostat | No | Yes | Yes | No | Moffitt et al.24 |
Monolayer growth chambers | Yes | Yes | No | Yes | Grünberger et al.25 |
In this work, we developed a microfluidic system for the cultivation of two different bacterial strains or species under defined and controllable environmental conditions allowing continuous observation of microbial processes over time. It consists of cultivation chambers with interconnecting nanochannels for short diffusion distances and fast exchange of metabolites between the two chamber compartments. We show the performance of our device on two examples of microbial model systems. In the first model system, commensalism based on a synthetic co-culture of two C. glutamicum strains was investigated. In the second model system, the gene transfer between E. coli and P. putida cells – presumably a contact-dependent interaction via conjugation – was analyzed.
Strain, plasmids, oligonucleotides | Relevant features, description or sequencea | References |
---|---|---|
a Underlined sequences indicate inserted restriction sites. | ||
Strains | ||
C. glutamicum ΔlysA pEKEX2-eYFP | L-Lysine auxotrophic strain | 26, 27 |
C. glutamicum DM1800 | L-Lysine producer strain | 28 |
E. coli DH5α | F − Φ80lacZΔM15 Δ(lacZYA-argF) U169 recA1 endA1 hsdR17 phoA supE44 thi-1 gyrA96 relA1 deoR | 29, 30 |
E. coli S17-1 | Ec294::[RP4-2 (TcR::Mu)(KmR::Tn7)] recA, thi, pro, hsdR−hsdM+ TpR SmR, donor strain for conjugational plasmid transfer | 31 |
P. putida KT2440 | Wild type, recipient for conjugational plasmid transfer | 32, 33 |
Plasmids | ||
pRhokHi-2-EYFP | CmR, derivative of mobilizable broad host range vector pBBR1-MCS-2 carrying the YFP-encoding gene under control of the constitutive PaphII promoter | 34 |
pJT'Tmcs | AmpR, GmR, vector for Ptac and tac RBS controlled expression, non-mobilizable | 35 |
pJT'Tmcs-mCherry | pJT'Tmcs derivative for constitutive mCherry reporter gene expression | This work |
Oligonucleotides | ||
1 (XhoI_mCherry_fw) | Binds at the 5′ end of the mCherry gene, contains an XhoI site for cloning. Sequence: 5′-ATATATGGTGAGCAAGGGCGAGGA-3′ | This work |
2 (XbaI_mCherry_rev) | Binds at the 3′ end of the mCherry gene, contains an XbaI site. Sequence: 5′-ATATTTACTTGTACAGCTCGTCCATGCC-3′ | This work |
Basically, recombinant DNA techniques were carried out using E. coli DH5α for cloning as described by Sambrook et al.36 To construct a P. putida vector suitable for constitutive expression of the mCherry reporter, the respective gene was introduced into the plasmid pJT'Tmcs. Therefore, the mCherry DNA fragment was PCR-amplified using the primers 1 and 2 (Table 2). After XhoI and XbaI hydrolyzation, the PCR fragment was cloned into the likewise hydrolyzed vector backbone, yielding the vector pJT'Tmcs-mCherry. The resulting construct was verified via sequencing. Vector pJT'Tmcs-mCherry was transferred into P. putida KT2440 via electroporation as follows (modified after Tu et al., 201637). Overnight precultures were used to inoculate 8 mL of liquid LB medium starting with a defined cell density of 0.05 at a wavelength of 600 nm (OD600) for P. putida. After the cells reached an OD600 of 0.6, 1 mL of the culture was transferred into a 2 mL Eppendorf tube and centrifuged at 9000 rpm for 2 min at room temperature (24 °C). The supernatant was discarded, and the cells were resuspended in 1 mL of distilled water (dH2O) at room temperature; the washing step was repeated two times. Afterwards, the bacterial cells were again resuspended in 80 μL of dH2O (24 °C) and the tubes were kept at room temperature. 300 ng of the plasmid DNA was added to the prepared cells. The DNA–cell mixtures were then transferred into a 1 mm gap cuvette (24 °C) for electroporation at 1.8 kV. The cuvette was then flushed with 1 mL fresh LB medium and the cells were recovered by incubation at 30 °C for 2hours. Finally, the cells were cultivated overnight on LB agar plates containing 25 μg mL−1 gentamicin. For the preparation of the donor strain, E. coli S17-1 cells were freshly transformed with the mobilizable expression plasmid pRhokHi-2-EYFP and plated on LB agar plates containing 50 μg mL−1 kanamycin overnight.
Cells were seeded into the cultivation chambers by flushing the cell suspension through the supply channels of the chip until enough cells were trapped inside the cultivation regions. Subsequently the inlets were connected to medium-filled syringes that were fixed inside a syringe pump system (neMESYS, CETONI, Germany). A continuous medium flow was applied, and the outlets were connected to waste containers. The chamber positions were manually selected and registered with the Nikon software NIS Elements AR 4.30.02 and time-lapse images were taken every 10 min.
For conjugation experiments the mask of the clustered phase contrast image was added to the red and green fluorescence channels and the cell area for each color could be determined over time. To obtain the area of the yellow fluorescing cells (green and red fluorescence combined), Fiji's Image Calculator was used to determine the congruence between the green and the red channels.
For relative fluorescence intensity, the highest mean fluorescence value of each cell per time point was set to 100% and no fluorescence to 0%. The mean fluorescence value of other cells at each time point was then scaled in this range. Cells that had fluorescence signals in both the green and red channels were identified as yellow cells.
The conditions in each growth chamber were assumed to be independent of its position on the chip; therefore the model geometry contains only one chamber, which is representative of the co-cultivation chip, and parts of the adjacent supply channels. All CFD simulations were performed using COMSOL Multiphysics Version 5.3a (COMSOL AB, Stockholm, Sweden).
The flow field was determined by solving the steady-state Navier–Stokes equations for laminar flow of an isothermal, incompressible and Newtonian liquid with the properties of water (density 995.6 kg m−3, viscosity 7.97 × 10−4 Pa s (ref. 44)). The no-slip condition was used at the PDMS and glass walls. Laminar inflow with a rate of 200 nL min−1 was specified at each of the supply channel inlets, while the outlet condition was a reference pressure of 0 Pa.
The general steady-state diffusion–advection equation was solved to determine the concentration fields of glucose and L-lysine. Adsorption at the glass and PDMS walls was neglected. The flow field is practically not influenced by the solute concentration of 222 mmol L−1 for glucose (at the inlet) and even much less for L-lysine. This allows sequential calculation of flow field and mass transfer. The diffusion coefficients were 5.4 × 10−10 m2 s−1 for glucose45 and 6.65 × 10−10 m2 s−1 for L-lysine.46
The coarse-grained colony volume model with adjusted diffusion was applied.42 This has been found to be a good approximation of the detailed geometry of a cell colony in such microfluidic growth chambers.42 In the model, the producer-side of the chamber is populated with a colony of C. glutamicum taking up glucose and producing L-lysine, whereas the consumer-side is left empty. The colony was described by a volume reaction rate, which distributes the sum of the uptake and production rates of all cells homogeneously over the volume taken up by the colony, within the entire producer-part of the chamber. As the cell membranes do not generally permit unhindered passage of larger molecules, the diffusion coefficients of glucose and L-lysine within this area were lowered to 36% of their values in water. The reduced diffusion coefficients as well as the glucose uptake and L-lysine production rates were calculated assuming that εcell = 47% of the chamber volume is taken up by cells, estimated according to image-based cell area determination of one exemplary chamber.
The molar L-lysine production rate was estimated according to eqn (1), where Plys,lit = 0.068 g gcdw−1 h−1 is the L-lysine production rate as reported by Buchholz et al.,47ρcell = 474 gcdw L−1 is the cell dry weight per cell volume according to Unthan et al.,38 and Mlys = 146.19 g mol−1 is the molecular weight of L-lysine.
(1) |
As a first estimate, the glucose uptake (0.29 mol m−3 s−1) was estimated by dividing the L-lysine production rate by the molar yield Yps = 0.1,47 which shows adequate agreement with the glucose uptake rate results for a similar strain variant reported by van Ooyen et al.48
Since this rate is based on measurements from very different conditions in shake flasks the model was also solved for a ten times higher uptake rate to provide a conservative scenario for the glucose concentration gradients.
The uptake and production rates were set constant, as the provided glucose concentration of 222 mmol L−1 is far in excess of the reported half-velocity constant for glucose of 4.5 mmol L−1.49 The computational geometry was discretized using rectangular elements within the growth chamber area and free tetrahedral meshing in the supply channels. A total of 823073 elements is used, and a mesh independence was verified using a finer mesh with 1600193 elements. Quadratic functions were used to calculate velocity profiles and concentrations and linear functions for the pressure.
Cell inoculation is a two-step process (Fig. 2). In the first step, the first strain is filled into the inlet of the supply channel at one side of the chamber array and the cells are randomly trapped in the cultivation regions (Fig. 2A). The cell suspension containing the second strain is injected into the other inlet and the opposite chamber sides are filled up with cells (Fig. 2B). Due to the shallow chamber height, the previously injected strain retains in the chamber and is not washed out with the injection of the second strain. After cell seeding, the inlets of the supply channels are connected to medium syringes and a continuous flow with a velocity of 200 nl min−1 is applied via a syringe pump. Cells are continuously supplied with fresh medium and can grow in their chamber compartments (Fig. 2C). Depending on the organism size, up to 900 ± 25 cells fit into one compartment (see Fig. S3†) until dividing cells are pushed outside the chamber into the supply channel. Inside the supply channel, cells are dragged with the medium flow towards the channel outlet, which allows a “steady-state” cultivation of the two separated cell populations over longer cultivation times.
In preliminary experiments different chamber dimensions (ranging from width × length = [60–120] μm × [30–70] μm) and geometries were tested and optimized regarding stability for long-term cultivation. Using larger growth chambers resulted in failure of the co-cultivation as cells built up too much pressure because of high cell densities on the barrier structure and were squeezed into the nanochannels (Fig. S4†). As a result, cells were passing the nanochannels and entering the connected chamber compartment of the second strain. A similar effect was already observed by Männik et al., who examined the cell growth of motile E. coli cells inside micro-channels with a diameter of 300 nm.50 The flexible cell shape of cells passing the nanochannels could be related to the thin cell wall of Gram-negative bacteria. In contrast to these studies, in which cell movement through microchannels was triggered by nutrient gradients, non-motile C. glutamicum cells in our case were able to pass the nanochannels solely because of pressure mediated by cell division. Even though these Gram-positive bacteria have a firmer cell wall, they were able to move inside our nanochannels by cell division driven by a pressure gradient within the inner part of the cultivation chamber. Additionally, cells near the nanochannels showed a change of morphology (Fig. S4A†) due to the resulting physical pressure. Because the chosen nanochannel diameter of 600 nm is near the fabrication limit of the photolithographic process (wavelength of photoresist UV radiation: 365 nm), the nanochannel diameter could not be further reduced to abolish cell migration between the cultivation chambers. Instead, the chamber length was reduced to 35 μm, which turned out to be the optimal length for stable long-term co-cultivation.
Despite the physical stability of the barrier structure, nutrient gradients inside the microfluidic growth chambers can affect cell growth. Simulations of nutrient distributions inside monolayer growth chambers showed that minor nutrient gradients towards the center of the chamber can occur.42
To further analyze whether a nutrient gradient can affect cell growth in the co-cultivation device presented here, we simulated the glucose distribution in a chamber filled with C. glutamicum DM1800 cells (Fig. S5†). The assumptions for this simulation are described in detail in the section “CFD simulations”. Compared to a glucose concentration of 222 mmol L−1 inside the supply channels, the lowest glucose concentration predicted in the middle of a colony is around 221.5 mmol L−1, and even 217 mmol L−1 for ten times higher uptake rates, as shown in Fig. S5.† Therefore, the glucose gradient is unlikely to impact the cells in the developed device.
Applying the above presented microfluidic device, we were able to cultivate and investigate the chosen model system and its interactions (Fig. 4B). The colonies of the ΔlysA strain in co-cultivation with the producer strain reached growth rates of μmax = 0.12 ± 0.02 h−1, μmax = 0.15 ± 0.01 h−1 and μmax = 0.12 ± 0.01 h−1 in three independent experiments. So far, auxotrophic cell growth could only be observed when the producer cells were present in a high cell number and the whole chamber compartment was covered with cells (see Fig. S3†). The varying growth curves (Fig. 4B) could be a result of heterogeneity in the L-lysine-producing colony as well as heterogeneity in L-lysine uptake in auxotrophic colonies and nutrient gradients within a colony.43 However, the results prove the unidirectional dependency in the here applied synthetic commensalistic community. Even though the exact amount of produced and consumed L-lysine cannot be measured, we aim for the indirect determination of the L-lysine concentration based on the growth rate of the cells. The feasibility of this approach is currently under investigation.
In an alternative approach to deduce L-lysine concentrations inside the chamber compartments we performed a CFD simulation. For the L-lysine gradient simulation, we assumed that one chamber compartment is filled with the producer strain C. glutamicum DM1800, while the other compartment is empty (Fig. 4C). In the simulation, the L-lysine concentration on the producer side reaches up to 45 μmol L−1, while the L-lysine concentration on the empty consumer-side reaches only 5–15 μmol L−1. If we assume unhindered diffusion of L-lysine through the cells the L-lysine concentration on the consumer-side drops roughly to 3–8 μmol L−1. Hence, a large amount of produced L-lysine is lost by diffusion into the supply channels, where all metabolites are washed out with the applied flow of fresh medium.
For further growth characterization, the auxotrophic strain was cultivated as a mono-culture with a surplus of L-lysine (10 mmol L−1) in defined medium as a positive control and without L-lysine as a negative control (Fig. 4D). The positive control shows a perfect exponential growth curve in L-lysine-rich medium with a growth rate of μ = 0.49 ± 0.01 h−1. After 11 hours the cell number reached a plateau due to limited chamber volume. The corresponding negative control resulted in an expected growth stagnation (see the ESI† V2).
The rather poor growth rate of the L-lysine auxotrophic strain in co-cultivation indicates that the producer strain C. glutamicum DM1800 did not produce enough L-lysine for maximal growth of the L-lysine auxotrophic strain, or the L-lysine exchange was hindered due to high cell densities and small exchange area via the nanochannels. According to the simulation results, a maximum of 15 μmol L−1L-lysine reaches the chamber compartment with the auxotrophic strain, when the producer side is filled with cells. This explains the reduced growth compared to the growth rate obtained with saturated L-lysine concentrations (10 mmol L−1 in positive control experiments).
These results show that the co-cultivation device is functional for interaction growth studies based on image analysis. Yet, further investigations concerning diffusion rates and uptake rates of metabolites are necessary to understand diffusion-based interaction in bacterial co-cultures in a full quantitative manner.
Results show that inside the spatially separated growth chambers no change of the initial fluorescence signals was observed in P. putida cells (Fig. 5C1). Even after 4.5 h of cultivation, no conjugation events occurred. The observation of 30 chambers confirmed the findings (data not shown). Fig. 5C2 shows the growth curves of all cell types (red, green, yellow and total cell area) in three chambers. Red P. putida and green E. coli cells are growing in their chamber compartment, but no yellow cells appear during the cultivation time (see the ESI† V3). This was also confirmed by a measurement of the relative red and green fluorescence intensity at the start (t = 0 h) (Fig. 5C3) and end of cultivation (t = 4.17 h) (Fig. 5C4).
On the contrary, co-cultivation in a monolayer growth chamber without a physical barrier resulted in simultaneous expression of red and green fluorescent proteins in single P. putida cells that had direct cell contact to E. coli cells (Fig. 5D1, see the ESI† V4). E. coli cells maintained their EYFP fluorescence, which is also proof of unidirectional gene transfer. The conjugational gene transfer could also be identified as a very fast mechanism. P. putida started to express EYFP in some cases already 30 min after cell contact to E. coli. However, not all P. putida cells which had contact to E. coli cells showed a fluorescence shift. This could be due to shear forces during cell growth, which causes interruption of cell contact accompanied by termination of gene transfer. In general, the cell–cell connection during conjugation is very fragile and can easily be interrupted by shear forces.52 The growth curves in three chambers of all cell types revealed the appearance and increase of yellow cells after 2.5 h, while the red cell number is declining (Fig. 5D2). A subpopulation expressing nearly the same amount of yellow and red fluorescent proteins could also be shown following relative fluorescence measurements at t = 0 h and t = 4.17 h (Fig. 5D3 and D4).
We are currently investigating bacterial conjugation on the single-cell level in more detail. In particular, the influence of shear forces, medium composition and ratio of donor to acceptor cells is under closer investigation. Single-cell analysis may help to understand the external influences on bacterial conjugation to increase the efficiency and control of gene transfer in the future.
For quantitative analysis and understanding of interactions, the system needs to be further characterized in terms of detailed CFD studies in order to optimize structure geometry and experimental settings. Hereby, the focus will be the optimization of the chamber shape to host a minimal amount of producer strain by optimal exchange of metabolites with the acceptor strain.
PDMS is the chosen prototyping material and has many advantages. It is easy to fabricate, transparent, and biocompatible and has good gas permeability. For commercial use, glass or thermoplasts such as PMMA or PC are more common.54,55 Liquid glass in combination with 3D printing shows a promising alternative to conventional microfluidic materials that combines all positive characteristics such as flexibility in fabrication, biocompatibility and chemical resistance regarding solvents.56
Analysis of the live-cell imaging data is currently performed by image analysis.57,58 Current algorithms and workflows are focusing on the analysis of single-strain data. Therefore, novel methods need to be developed for multi-strain image sequences. This lays the foundation for a better understanding of microbial interactions in nature as well as in synthetic communities.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/c8lc00977e |
This journal is © The Royal Society of Chemistry 2019 |