Here, a protocol to manufacture glass-based microfluidic devices used for generating highly monodisperse emulsions with controlled drop size is presented.
In this manuscript, three different step-by-step protocols to generate highly monodisperse emulsion drops using glass-based microfluidics are described. The first device is built for the generation of simple drops driven by gravity. The second device is designed to generate emulsion drops in a coflowing scheme. The third device is an extension of the coflowing device with the addition of a third liquid that acts as an electric ground, allowing the formation of electrified drops that subsequently discharge. In this setup, two of the three liquids have an appreciable electrical conductivity. The third liquid mediates between these two and is a dielectric. A voltage difference applied between the two conducting liquids creates an electric field that couples with hydrodynamic stresses of the coflowing liquids, affecting the jet and drop formation process. The addition of the electric field provides a path to generate smaller drops than in simple coflow devices and for generating particles and fibers with a wide range of sizes.
Controlled generation of drops in the micron and nanoscale with a narrow size distribution is a challenging task. These drops are of interest for the engineering of soft materials with many applications in science and technology1,2,3,4,5,6.
The most common devices for the high production rate of drops are mixers7 and ultrasound emulsificators8. These methods are simple and low cost, but they typically result in polydisperse drops with a wide range of sizes. Hence, additional steps are required to produce monodisperse samples. Microfluidic devices can be designed differently to provide an efficient way to drop formation. Additionally, the usually low flow rates involved (i.e., low Reynolds number) allow for great control over the fluid flow.
While microfluidic devices are commonly made using lithographic techniques with poly(dimethyl) siloxane (PDMS), this manuscript focuses on glass-based capillary devices. PDMS devices are usually chosen for their ability to design complex channel patterns and because of their scalability. Glass devices, on the contrary, are rigid and have greater solvent resistance than their PDMS counterparts. Additionally, glass can be modified to change its wettability, which allows controlling the generation of complex emulsions. Being able to independently treat the nozzle and channel walls enables the formation of drops in a controlled and reproducible manner, while assuring the stability of the resultant emulsions if the drops were to touch the walls9; otherwise the drops may coalesce and accumulate at the wall. Another difference between these two types of devices is that in glass-based devices, the flow is three-dimensional, while it is planar in conventional PDMS devices. This fact minimizes the drop contact with the channel walls so that the influence of contact lines can be neglected10, thereby protecting the stability of multiple emulsion drops.
Figure 1: Different microfluidic device configurations. Sketches of (A) a T-junction, (B) a coflowing device, and (C) a flow-focusing device. Please click here to view a larger version of this figure.
There are three main geometries used, namely T-junction11, flow focusing12,13, and coflow14. In the T-junction geometry, the dispersed phase contained in the channel perpendicularly intersects the main channel which houses the continuous phase. The shear stress exerted by the continuous phase breaks the incoming dispersed liquid resulting in drops. The generated drops are limited in lower size by the dimensions of the main channel11. In the flow-focusing geometry, the two fluids are forced through a small orifice that is located in front of the injection tube. The result is the formation of a jet, which is much smaller than the injection tube12,13. Finally, the coflow geometry has a configuration characterized by the coaxial flow of two immiscible fluids14. In general, dripping and jetting can be observed depending on the operating conditions. The dripping regime occurs at low flow rates and the resulting droplets are very monodisperse and have a diameter proportional to the tip size. The drawback is its low production frequency. The jetting regime occurs at higher flow rates as compared to the dripping regime. In this case, the drop diameter is directly proportional to the diameter of the jet which can be much smaller than the diameter of the tip under the right conditions.
An alternative to these hydrodynamic approaches relies on the additional use of electric forces. Electrospray is a well-known and widely used technique for generating droplets. It is based on the principle that a liquid with a finite electrical conductivity will deform in the presence of a strong electric field. The liquid will eventually adopt a conical shape resulting from the balance between electric and surface tension stresses15. The process starts with the electric field inducing an electric current in the liquid that causes charges to accumulate at the surface. The presence of the electric field results in an electric force on these charges, which drags the liquid along, elongating the meniscus in the direction of the field. Under different conditions, the meniscus can either shed the charged drops or may emit one or several jets which then break into drops15. Although these electrically assisted microfluidic methods naturally allow the generation of small drops, they suffer from a lack of a steady-state operation that compromises the emulsion monodispersity. The resultant charged drops tend to discharge on the confining walls and/or anywhere in the device where the electric potential is lower than the imposed external voltage. Thus, the electrified meniscus becomes unstable, ultimately emitting drops in a chaotic way and causing their uncontrolled production and loss of monodispersity.
In electro-coflow, the electrical and hydrodynamic stresses are coupled in a coflow microfluidic device16 similar to the one used for generating double emulsions12. Two main features allow electro-coflow to be successful in reaching a steady-state emission regime: (i) the dispersed phase is ejected into another coflowing viscous liquid, and (ii) the use of a liquid counter-electrode or ground. Having a flowing outer liquid has proven to change the geometric properties of the drop emission process17. The liquid counter-electrode allows the discharge and extraction of the resultant drops, assuring the steady-state generation of drops. In addition, by exploiting the balance of electrical and hydrodynamic forces, the resultant drop sizes can potentially vary within a wider range than the sizes that can be covered by any of the previously mentioned techniques.
This detailed video protocol is intended to help new practitioners in the use and fabrication of glass-based microfluidics.
1. Making simple drops
Figure 2: Carved needle. Needle with a hole carved in its base to fit a round capillary. Please click here to view a larger version of this figure.
Figure 3: Device for generating simple drops. Schematic of a device for generating simple drops. Please click here to view a larger version of this figure.
Figure 4: Collecting simple drops. (A) Sketch of how to collect drops in a beaker. (B) Top view of a beaker where 10cSt silicone oil drops were collected in 16 mM SDS in water solution, produced with a 580 µm tip. The drop size is (3.29 ± 0.08) mm. (C) Top view of a beaker where 10cSt Silicone oil drops were collected in 16 mM SDS in water solution , produced with an 86 µm tip. The drop size is (1.75 ± 0.04) mm Please click here to view a larger version of this figure.
2. Making emulsion drops using a coflowing scheme
NOTE: The device is built similar to the device described in step 1.
Figure 5: Effects of the hydrophobic treatment. (A) and (C) Capillary without any liquid inside. The red line indicates the end of the capillary. (B) Untreated capillary. The liquid is wetting the capillary as it has climbed above the red line. (D) Treated capillary with water. Water does not wet the capillary in this case. Liquid stays below the red line. Please click here to view a larger version of this figure.
Figure 6: Coflowing device. (A) Position the square capillary on the microscope slide. (B) Position the round capillary inside the square one. (C) The complete device with the syringe needles. (D) Photograph of the complete device. Please click here to view a larger version of this figure.
3. Making an electro-coflow device
Figure 7: How to position the capillaries on an electro-coflow device step by step. (A) Building the glass base for the device joining two microscope slides. The colored parts are the cut pieces of glass that after being glued, hold together the two microscope slides. (B) The optimal position of the square capillary on two assembled microscope slides. (C) Positioning of the round capillaries for electro-coflow experiments. Please click here to view a larger version of this figure.
Figure 8: Electro-coflow device. (A) Photograph of an electro-coflow device. (B) Sketch of an electro-coflow device. The numbers indicate the input for (1) the inner liquid, (2) the outer liquid, (3) the exit of the device, and (4) the liquid collector/ground. Please click here to view a larger version of this figure.
Figure 9: Picture of the tip and liquid counter-electrode during an electro-coflow experiment. The tip-collector distance, L, is marked. The scale bar corresponds to 100 µm. Microscope magnification is 4x. Please click here to view a larger version of this figure.
4. Cleaning procedures
In this manuscript, three different devices have been designed to generate drops. We have generated drops with a size of (3.29 ± 0.08) mm (Figure 4B) and (1.75 ± 0.04) mm (Figure 4C) using the device described in step 1. The emulsion drops can be generated using the coflow and the electro-coflow devices. For the latter, we show dripping in Figure 9, while cone-jet and whipping modes are shown in Figure 10 and Figure 11, respectively. In Figure 9 we show results using the same liquid as inner and collector liquids. If the goal of the experiments is collecting these drops, a different conducting liquid should be used as a collector (see 18 for more details), as otherwise, the drops will merge with the collector as they touch.
The cone-jet and whipping modes are the most studied for their multiple practical applications; they are two of the many other modes that appear in electro-coflow19,20,21,22. For a more systematic review of the effect of the experimental parameters (flow rates and applied voltage), see the Discussion section and 22. These modes are steady in time when generated in the devices described in the manuscript. The steadiness of these modes allows their characterization using high-speed imaging with a microscope and related image processing.
Figure 10: Cone-jet mode. Inner and collector liquid: ethylene glycol; outer liquid: 0.65 cSt silicone oil; inner flow rate is 16 µL/h; outer flow rate is 30 mL/h; applied voltage is 750 V. The scale bar corresponds to 100 µm. Microscope magnification is 20x. Please click here to view a larger version of this figure.
Figure 11: Whipping mode. Inner and collector liquid: ethylene glycol; outer liquid: 10 cSt silicone oil; inner flow rate is 240 µL/h; outer flow rate is 20 mL/h; applied voltage is 1200 V. The scale bar corresponds to 100 µm. Microscope magnification is 20x. Please click here to view a larger version of this figure.
The protocol to fabricate three different glass-based devices has been described above. In the case of the device to generate simple drops, the flow rate and liquid properties are crucial to generate drops in a controlled manner. Drops will form at the tip in the dripping regime, or at the end of the jet in the jetting regime. The transition from dripping to jetting is parametrized by the dimensionless Weber number, We23. This number represents the ratio between inertial and surface tension forces, ), where ρ is the density of the liquid, γ is the interfacial tension, Q is the flow rate and dtip is the diameter of the tip. When We < 1, dripping occurs. For We > 1, inertia forces overcome surface tension forces holding the drop at the tip, and a jet forms. Eventually, the jet will break into drops due to Rayleigh-Plateau instabilities. Thus, for a fixed liquid and experimental setup, the flow rate is the parameter that controls the transition from dripping to jetting. The dripping regime is characterized by resulting in nearly monodisperse drops, so it is desirable for drop generation, although production frequency is higher when drops are generated in the jetting regime.
For the coflow device, a square and a round capillary are used to make the two fluids coaxially flow in an easy and affordable manner. Note the tip size is much smaller than the size of the square capillary. The behavior in coflow is richer than that observed in the experiments described in step 1. A detailed discussion on dripping and jetting in coflow can be found in23. More details on drop size control can be found in24.
Adding a third liquid to the coflowing scheme would lead to what we called electro-coflow. Connecting a power supply to the metallic parts of the needles used for the inner and collector liquids allows creating an electric field in the region between them. Because the needles are in contact with conducting liquids (inner and collector liquids), these act as liquid wires setting the potential difference between the tip and the collector meniscus. Changing the properties of the outer fluid, like its viscosity or the flow rate, increases the richness and features of the modes relative to what is observed in standard electrospray22. For example, Figure 11 shows that the whipping mode has an ordered structure under certain experimental conditions17. This allows the study of its geometrical properties, which is not typically possible in electrospray.
The electro-coflow technique is able to overcome most of the problems that renders other electrically assisted techniques unsteady. One of the problems presented in electrically assisted techniques is that the emitted charged drops tend to discharge anywhere where the electric potential is lower than the one applied at the tip before they reach the counter-electrode. This is the reason 2 mm capillaries are suggested for our setup. The hydrophobic treatment of the square capillary avoids any drops from getting stuck on the walls allowing them to travel unperturbed until they reach the liquid collector, where they discharge. Using a liquid counter-electrode (see Figure 9) instead of the more typical metallic electrodes, eliminates charge accumulation and significant distortions in the electric field that would ultimately affect the drop production process and severely affect emulsion monodispersity.
An important practical detail related to the fabrication of the devices is the time it takes to build them. In all cases, the process takes a few hours (even less, if the glass treatment is done beforehand), but unfortunately, the epoxy needs about 10 h to cure. It is thus advisable to wait until the next day to test and use the devices.
One of the critical steps for the manufacturing of these three devices and ensuring reproducibility is the glass treatment. Glass should be rendered hydrophobic or hydrophilic depending on the liquids used. Avoiding wetting along the outside of the tip helps in achieving the steady-state production of drops.
An important question for all three devices pertains to how to pump the liquids: whether a syringe pump (fixed flow rate) or a pressure-driven setup (fixed pressure difference) is to be used. A syringe pump will allow the flow rate control of the liquids. A drawback for the syringe pumps is the introduction of vibrations in the system coming from the step size of the pump motor. For the pressure system, the drawback is the unknown flow rates of the liquids. The calibration of the system is an option, measuring the volume of the collected liquid for a given amount of time for different pressures. Some inconveniences of this method are that the dimensions of the tubing should remain constant every time they are changed, and the saturation of the filters in the lines (if used) could alter the calibration. An alternative is to calculate the flow rate of the inner liquid by measuring the drop production rate; measuring the size of the emitted drops during the dripping mode and its emission frequency will provide the flow rate. For the flow rate of the outer liquid, the volume of liquid collected during the time of the experiment can be measured. An inconvenience of doing this is that these flow rates are known a posteriori, and not during the execution of the experiments.
There are many applications38,39,40 of the technologies presented here in fields like cosmetics, food industry, and drug delivery among many others, like the use of the resultant emulsions as templates for gels applied in intensive agriculture. An upsurge application of microfluidic-related technologies is the development of innovative feeding systems for beneficial arthropods that will contribute to developing alternative regenerative agriculture. Nowadays, global food production systems are facing the challenge of satisfying the demands for increased productivity while maintaining their environmental and economic sustainability25. The release of mass-reared natural enemies, predators, and parasitoids of pests on crops has been shown to be a feasible and desired alternative to pesticide use from an environmental and economic perspective. Major achievements have been obtained in greenhouses introducing polyphagous predators13,27,34. The application of supplemental foods in crops promotes the early and long-term establishment of these predators when natural preys are scarce26,28,30, improving their resilience to different stressors. This is considered a valuable biological control supportive strategy that will optimize and expand biocontrol programs, both in protected and open field crops.
Bio producers of these predators have swiftly moved from an artisanal to a professional industry32, and the recent application of advanced analytical techniques with a holistic approach will allow us to better understand the nutritional requirements of the predators36. Although for some species commuting between different food sources can be beneficial31, most of the diets currently used are still based on a single factitious prey. Complementary artificial liquid diets should be considered to ensure a balanced diet. Liquid diets need to be encapsulated for their presentation. This strategy offers several benefits such as protection of the bioactive ingredients from abiotic factors of the environment (moisture, temperature, light, air, etc.), prevention of oxidation and evaporation loss, improvement of stability, and the increase of bioavailability, among others29,33. Some patents based on encapsulated artificial diets for feeding purposes of beneficial entomophagous insects have been reported (US Patent Nos. 5,799,607 and 6,129,935), but the commercial scale-up of these applications need to grow in parallel with the emerged knowledge of nutritional compositions of foods and predator requirements, together with microfluidic technologies adjusted for these in-crop field release conditions.
The authors have nothing to disclose.
We are thankful to the ACS PRF (grant 60302-UR9), Agrobio S.L. (contract #311325), and MCIN/AEI/10.13039/501100011033/FEDER, UE (grant No. PID2021-122369NB-I00).
2-[methoxy(polyethyleneoxy)6-9propyl] trimethoxysilane. | Gelest | SIM6492.7 | |
Ceramic tile | Sutter | CTS | |
Ethylene glycol | Fisher | BP230 | These can be found at other companies like Sigma-Aldrich |
Hexane | Sigma- Aldrich | 34859 | Available in other vendors |
ITW Polymers Adhesives Devcon 5 Minute Epoxy Adhesive 25 mL Dev-Tube | Ellsworth adhesives | 470740 | |
Microforge | Narishige | MF 830 | |
Micropipette puller | Sutter | P97 | |
Microscope slides | Fisher | 12-544-1 | Available in other vendors |
Needle 20 Gauge, .0255" ID, .0355" OD, 1/2" Long | McMaster | 75165A677 | |
SDS | Sigma-aldrich | 428015 | Surfactant |
Silicone oil | Clearco | PSF-10cSt | The catalog number correspond to the 10cSt viscosity oil. Different viscosity oils can be found at this company |
Span 80 | Fisher | S0060500G | non-ionic surfactant |
Square glass capillary 2mm ID (borosillicate 300 or 600 mm long) | VitroCom | S 102 | |
Standard Glass Capillaries, 6 in., 2 / 1.12 OD/ID | World Precision instruments | 1B200-6 | These can be found at other companies like Sutter or Vitrocom |
Syringe pump | Chemyx | FUSION 100-X | This model has a good quality/price ratio |
Syringes (it will depend on the compatibility with the liquids) | Fisher | Catalog number will depend on the size | |
Trimethoxy(octyl)silane | Sigma- Aldrich | 376221 | Available in other vendors |
Tubing ( it will depend on the compatibility with the liquids) | Scientific commodities | BB3165-PE/5 | This reference is for polyethylene micro tubing. The size fits the needle size listed here |