| Literature DB >> 35208296 |
Wuping Zhou1,2, Cong Liu2, Tao Zhang2, Keming Jiang2, Haiwen Li2, Zhiqiang Zhang2, Yuguo Tang2.
Abstract
Microfluidic-based droplet generation approaches require the design of microfluidic chips and a precise lithography process, which require skilled technicians and a long manufacturing time. Here we developed a centrifugal buoyancy-based emulsification (CBbE) method for producing droplets with high efficiency and minimal fabrication time. Our approach is to fabricate a droplet generation module that can be easily assembled using syringe needles and PCR tubes. With this module and a common centrifuge, high-throughput droplet generation with controllable droplet size could be realized in a few minutes. Experiments showed that the droplet diameter depended mainly on centrifugal speed, and droplets with controllable diameter from 206 to 158 μm could be generated under a centrifugal acceleration range from 14 to 171.9 g. Excellent droplet uniformity was achieved (CV < 3%) when centrifugal acceleration was greater than 108 g. We performed digital PCR tests through the CBbE approach and demonstrated that this cost-effective method not only eliminates the usage of complex microfluidic devices and control systems but also greatly suppresses the loss of materials and cross-contamination. CBbE-enabled droplet generation combines both easiness and robustness, and breaks the technical challenges by using conventional lab equipment and supplies.Entities:
Keywords: K-RAS mutation; buoyancy; centrifugal droplet generation; digital polymerase chain reaction (dPCR); easily-assembled
Year: 2022 PMID: 35208296 PMCID: PMC8924881 DOI: 10.3390/mi13020171
Source DB: PubMed Journal: Micromachines (Basel) ISSN: 2072-666X Impact factor: 2.891
Figure 1System description and workflow of the CBbE method. (A) Droplet generation using a benchtop centrifuge, needle, and PCR tube. (B) Working principle of the CBbE method. When the sample is transferred through the capillary and flows out of the tip, the buoyancy force causes the extruded sample to break off into a droplet. (C) Needle and PCR tube with droplets generated by the CBbE method. (D) Workflow of the CBbE emulsification with zero dead volume. Step 1: Add oil to the needle. Step 2: Spinning forces oil to flow through the capillary and into the PCR tube, causing the tip of the capillary to become hydrophobic. Step 3: Aqueous sample is added to the needle. Step 4: The sample is emulsified during centrifugation, while some sample remains in the capillary. Step 5: Add oil into the needle again. Step 6: Spinning forces more oil into the capillary, which pushes the remaining sample out to form more droplets.
Figure 2Experiments with different centrifugal accelerations using the CBbE method. (A) Experiments with different centrifugal accelerations from 14 to 171.9 g were studied, with the capillary inner diameter and tip centrifugal radius held constant ( = 60 μm, = 20 mm). The slope of the diameter curve was calculated as . Each data point corresponds to three independent measurements of droplet diameter. Error bars given are standard deviations (SD). (B) Microscope images of the produced droplets using different centrifugal accelerations. Scale bars = 200 μm.
Figure 3Experiments with different assembly errors. Experiments were carried out when centrifugal acceleration was held constant (108 g). Each data point corresponds to three independent measurements of droplet diameter. Error bars given are standard deviations (SDs).
Figure 4Experiments with different capillary inner diameters. Experiments were carried out when centrifugal acceleration was held constant (108 g). Error bars given are standard deviations (SDs). Scale bars: 100 μm.
Figure 5Digital PCR performed for K-RAS using the CBbE approach. (A) Single-layer droplet fluorescence images of droplet-based digital PCR. Dark green indicates negative droplets and light green indicates positive droplets. (B) Comparison of measured and expected copy numbers. The measured copy numbers were obtained by analysis of more than 5000 droplets using Poisson statistics, with each data point corresponding to three independent digital PCR measurements. The expected copy numbers were estimated from qPCR measurements. The solid red line is a linear fit (R2 > 99.2%). Error bars given are standard deviations (SD).