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− | + | Currently microfluidics is actively used for both routine testing and academic researches. It consists of systems that work with small volumes of fluids in the nanoliter/microliter scale, through channels ranging from tens to hundreds of micrometers in diameter. Using this system, we can study the collective behavior of worm groups as well as live neuron activities accurately. (Fig. 1) | |
− | + | {{SUSTech_Image_Center_fill-width| filename=T--SUSTech_Shenzhen--Microfluidics--all.jpeg|width=1000px| caption=<B>Fig. 1 A) The whole devices used in microfluidic experiment. B) The pump and microscope used in our experiment. C)The microfluidics and pipes used in our experiment.</B> We use pump with syringe and pipes to inject the flow and worms into microfluidics and use the stereoscopic microscope to observe worms in chips. }} | |
− | + | In order to observe whether there are any changes in worms’ behavior after incorporating exogenous genes, we need to design a microfluidic system with high throughput and guarantee the worms are in natural conditions. Thus, we design the Gaussian Plate to monitor the changes. | |
+ | In addition, we want to test live worms’ neuron activities in this system. Therefore, we choose to implement a “semifixed” scheme, and design the Immobilization Chip to meet this goal. Exogenous genes can express well in worms at L4 stage. Thus, we need synchronous worms at L4 stage to get accurate experimental results, and we design the Selection Chip to screen worms. (Fig. 2) | ||
− | == | + | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--liucheng.jpeg |width=1000px| caption='''<B>Fig. 2 An overview of the microfluidic process</B> 1) We use the Selection Chip to select appropriately sized worms; 2) we monitor changes in worms’ distribution before and after adding chemicals in the Gaussian Plate. 3) we immobilize worms to observe their live neuron activity and behavioral response in the Immobilization Chip.}} |
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+ | ==Microfluidics Design == | ||
=== 1 The Selection Chip === | === 1 The Selection Chip === | ||
− | + | Previous reports show that exogenous genes will express well in worms at the L4 stage. Thus, we need to select worms at L4 stage to get the more suitable experimental group. The simple method is to distinguish them by sizes, because worms at L4 stage have medium sizes. Thus, we design two plans to screen worms. | |
− | + | The first one is to use microfluidics. With the flow filled with worms going through this chip, only the medium sized worms can remain in the medium chamber, and we could collect them by injecting the flow from the bottom and gather them in the top. (Fig. 3) | |
− | The second plan is | + | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig1.png |width=1000px| caption='''<B>Fig. 3 the selection chip after injecting worms. A)</B> The whole worms are injected into microfluidics. <B>B)</B> Medium and small sized worms pass through the left chambers. Small sized worms go through the medium chambers, remaining medium sized worms. Get them by injecting the flow from the bottom.}} |
+ | |||
+ | The second plan is to ensure the growth of worms synchronously, which is utilized to get a large number of worms at the same stage. <html><a target="_black" href=" https://static.igem.org/mediawiki/2017/d/da/T--SUSTech_Shenzhen--Protocol-Microfluidics-change.pdf" class="btn btn-default"><i class="ion-arrow-right-c"></i> Detailed Protocol</a></html> We collect embryos (Fig. 4) by bleaching adults, and culture embryos to get a large number of worms at the same stage after three days. Our synchronous rate is calculated as the formula below. | ||
{{SUSTech_Shenzhen/bmath|equ=<nowiki>\frac{N_1*100\%}{N_2}</nowiki>}} | {{SUSTech_Shenzhen/bmath|equ=<nowiki>\frac{N_1*100\%}{N_2}</nowiki>}} | ||
<html><p class="text-center">N<sub>1</sub> equals the number of worms at L4</p> <p class="text-center">N<sub>2</sub> equals the number of all worms.</p></html> | <html><p class="text-center">N<sub>1</sub> equals the number of worms at L4</p> <p class="text-center">N<sub>2</sub> equals the number of all worms.</p></html> | ||
− | The successful rate can reach to about 80%. | + | The successful synchronization rate can reach to about 80%. |
− | {{SUSTech_Image_Center_8 | filename=T--SUSTech_Shenzhen--2.png | caption=<B>Fig. | + | {{SUSTech_Image_Center_8 | filename=T--SUSTech_Shenzhen--2.png | caption=<B>Fig. 4 The Embryos after Bleaching Adults</B>}} |
− | Compared with those two methods in experiment, we find that we can get almost | + | Compared with those two methods in experiment, we find that we can get almost 50 out of 100 worms (One adult has no less than 3 embryos) in three days by the synchronization method, while we can just get 20 out of 100 worms in one day by microfluidics method. Given that we need a large number of worms to do the following experiment, we think the synchronization method is better. <html><a target="_blank" href="https://2017.igem.org/Team:SUSTech_Shenzhen/Results/Microfluidic" class="btn btn-default"><i class="ion-arrow-right-c"></i> Detaied Results</a></html>. |
===2 The Gaussian Plate === | ===2 The Gaussian Plate === | ||
− | In order to study locomotive behavior of | + | In order to study locomotive behavior of C. elegans populations, we design the Gaussian Plate, a pillar-filled area, where the pillars are designed such that they allow crawling-like behaviors even though worms are immersed in a liquid environment. (Fig. 5)<ref>Albrecht, D.R., and Bargmann, C.I. (2011). High-content behavioral analysis of Caenorhabditis elegans in precise spatiotemporal chemical environments. Nat. Methods 8, 599-605.</ref> |
− | {{SUSTech_Image_Center_8 | filename=T--SUSTech_Shenzhen--3.gif | caption=<B>Fig. | + | {{SUSTech_Image_Center_8 | filename=T--SUSTech_Shenzhen--3.gif | caption=<B>Fig. 5 Gaussian plate to study locomotion on-chip</B> C. elegans crawls like a “sin” function, so the width and angle between pillars are so optimal that worms can freely move. The radius of pillar is 0.25mm, and the distance of two pillars’ center is 0.6mm, which allow worms move in natural conditions. |
}} | }} | ||
− | After deciding to use | + | After deciding to use this microfluidics to study the locomotive behavior changes, we are noticed that the shape of microfluidics is similar to the Galton board.<ref>Bean machine. (2017, October 5). In Wikipedia, The Free Encyclopedia. Retrieved 12:46, October 22, 2017, from https://en.wikipedia.org/w/index.php?title=Bean_machine&oldid=803992086</ref>. (Fig. 6(A)) Therefore, we assume that C. elegans is just like balls in the Galton board. The force of slow buffer flow acting on worms is the same as the gravity acting on balls. Moreover, the probability for C. elegans chooses to go left or right is equal when it passes a crossing. (Fig. 6(B)) |
− | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig45.png |width=1000px| caption=<B>Fig. | + | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig45.png |width=1000px| caption=<B>Fig. 6 A) The simulation of Galton board</B> The distribution of balls is Gaussian distribution. <B>B) The Gaussian Plate and the crossing in it </B>The Gaussian Plate is simulate the Galton board and the probability is equal for worms to go left or right. }} |
− | + | Both distribution in the Galton board and the Gaussian Plate are Gaussian distribution. Based on these, we can monitor changes in worms’ distribution. We injected diacetyl (2-nonanone) that C. elegans prefers (repulse) into the right (left) channel to make a concentration gradient of the Gaussian Plate. Because of the gradient, worms tend to move to the side filled with diacetyl (or go away the side filled with 2-nonanone), causing Gaussian distribution changed. If changes happen, we can make sure that inserted target genes in C.elegans will not affect it olfactory receptor neuron pairs. (Fig. 7) | |
− | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig5.png |width=1000px| caption=<B>Fig. | + | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig5.png |width=1000px| caption=<B>Fig. 7 The Gaussian distribution A)</B> The ideal Gaussian distribution before adding chemicals.<B> B) </B>The changed Gaussian distribution after adding chemicals by using the first diffusion methods, which means diacetyl diffuse in the same plate as the Gaussian Plate.}} |
− | In order to make a concentration gradient, we come up with two methods to get it. (Fig. | + | In order to make a concentration gradient, we come up with two methods to get it. (Fig. 8) |
− | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig7.png |width=1200px|caption=<B>Fig. | + | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig7.png |width=1200px|caption=<B>Fig.8 Two methods to get a concentration gradient. A)</B> Method 1: add chemicals on the side of layer 1. Chemicals can diffuse from one side of the chip to another side of it.<B> B)</B> Method 2: add chemicals on the layer 2. Chemicals can diffuse downwards to make a concentration gradient on layer 1.}} |
− | In order to simulate the process of diffusion, we make a diffusion model to guide us. More details.<html><a target="_blank" href="https://2017.igem.org/Team:SUSTech_Shenzhen/Chemical_Diffusion_Model" class="btn btn-default"><i class="ion-arrow-right-c"></i> | + | In order to simulate the process of diffusion, we make a diffusion model to guide us. More details.<html><a target="_blank" href="https://2017.igem.org/Team:SUSTech_Shenzhen/Chemical_Diffusion_Model" class="btn btn-default"><i class="ion-arrow-right-c"></i> Detailed Model</a></html>. |
− | + | Both of those methods could be carried out theoretically. But in the process of experiment, we find the method 2 (Inject chemicals into layer 2) cannot make a stable concentration gradient. Thus, we use method 1 (Inject chemicals into the side of layer1). | |
− | Both of those methods could be carried out theoretically. But in the process of experiment, we find the method 1 (Inject chemicals into the side of | + | |
===3 The Immobilization Chip=== | ===3 The Immobilization Chip=== | ||
− | After | + | After observing worms’ collective behaviors and proving their olfactory neurons are not affected by exogenous genes, we could study their individual behavioral response and live neuron activity under a light stimulus of a specific wavelength. Traditionally, anesthetics and glues are utilized to immobilize worms. However, worms will be damaged in this condition and it will make it difficult to study the live behavioral response of worms. Thus, we designed two kinds of microfluidic chips to allow high-resolution microscopic imaging on chip without damaging for worms. (Fig. 9) |
− | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig8.png | width=600px|caption=<B>Fig. | + | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig8.png | width=600px|caption=<B>Fig. 9 The immobilization chip. </B>The four channels on the top of the figure are called worm clamps. A channel with a diameter tapering from 70um to 20um can trap worms at the L4 stage. The four channels at the bottom of the figure are parallel channels. A channel can restrict worms’ movement in the z direction and worms only could move forwards or backwards after turning off gas valves. When worms go into these channels, gas valves on the entry and exit will be turned off to restrict worms in the channels.}} |
− | The first kind of channel is trapping worms in the wedge-shaped channel, called worm clamps. It is utilized to | + | The first kind of channel is trapping worms in the wedge-shaped channel, called worm clamps. It is utilized to observe the contraction and elongation of their heads and study the neuronal activity by detecting calcium indicator GEM-GECO on fluorescence microscope. |
− | The second kind of channel is compressed and rectangular called parallel channel. Worms can be restricted by turning off gas valves in this compressing channel. | + | The second kind of channel is compressed and rectangular called parallel channel. Worms can be restricted by turning off gas valves in this compressing channel. |
− | Both of these channels can restrict worms. But in case that they go away from channels, we designed gas valves to block their entry and exit by compressing PDMS (a | + | Both of these channels can restrict worms. But in case that they go away from channels, we designed gas valves to block their entry and exit by compressing PDMS (a flexible and easily deformed material) under the pressure made by water or air. The principle of gas valves is as below. (Fig. 10) <ref> Unger, M.A., Chou, H.P., Thorsen, T., Scherer, A., and Quake, S.R. (2000). Monolithic microfabricated valves and pumps by multilayer soft lithography. Science 288, 113-116.</ref> |
− | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig9.png | width=1000px|caption=<B>Fig. | + | {{SUSTech_Image_Center_fill-width | filename=T--SUSTech_Shenzhen--Microfluidics--fig9.png | width=1000px|caption=<B>Fig.10 The cross-section plane of gas valves A)</B> A normal gas valves.<B> B) </B>When worms go into the parallel channel, we turn off the gas valves immediately by increasing the pressure in control layer. The width between control layer and flow layer is so narrow that it is easy to make flow layer bend and block the exit and entry.}} |
− | == | + | == Fabrication of Microfluidic Chips == |
− | After designing these microfluidics, we need to fabricate them and utilize them. The | + | After designing these microfluidics, we need to fabricate them and utilize them. The microfluidic chips used in our project were all produced using this protocol designed by SUSTech_Shenzhen 2016. (Fig. 11) <html><a target="_black" href="https://2016.igem.org/Team:SUSTech_Shenzhen/Notebook/Fabrication" class="btn btn-default"><i class="ion-arrow-right-c"></i> Detailed Protocol</a></html> |
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+ | {{SUSTech_Image_Center_8 | filename=T--SUSTech_Shenzhen--Microfluidics--bonding.png| caption=<B>Fig. 11 The overview of bonding process</B> | ||
+ | SU-8 Photoresist can cross-link to a network of polymer when exposed to short wavelength light. If the cross-linked network has formed, it cannot be dissolved by the SU-8 developer. So, if we place a photo mask to shade the light shined on the photoresist, we can make a copy of the pattern on the photo mask. Both PDMS and glass contain silicon element. When they were treated by oxygen plasma, unstable hydroxyl group will form on the treated surface. When they get close enough, two hydroxyl groups will dehydrate and bond together covalently.}} | ||
− | + | Learn more details <html><a target="_black" href="https://2016.igem.org/Team:SUSTech_Shenzhen/Notebook/Fabrication" class="btn btn-default"><i class="ion-arrow-right-c"></i> Detailed Results</a></html> | |
== References == | == References == |
Revision as of 18:11, 1 November 2017
Microfluidics
Create for wisdom of Life
Contents
Currently microfluidics is actively used for both routine testing and academic researches. It consists of systems that work with small volumes of fluids in the nanoliter/microliter scale, through channels ranging from tens to hundreds of micrometers in diameter. Using this system, we can study the collective behavior of worm groups as well as live neuron activities accurately. (Fig. 1)
In order to observe whether there are any changes in worms’ behavior after incorporating exogenous genes, we need to design a microfluidic system with high throughput and guarantee the worms are in natural conditions. Thus, we design the Gaussian Plate to monitor the changes.
In addition, we want to test live worms’ neuron activities in this system. Therefore, we choose to implement a “semifixed” scheme, and design the Immobilization Chip to meet this goal. Exogenous genes can express well in worms at L4 stage. Thus, we need synchronous worms at L4 stage to get accurate experimental results, and we design the Selection Chip to screen worms. (Fig. 2)
Microfluidics Design
1 The Selection Chip
Previous reports show that exogenous genes will express well in worms at the L4 stage. Thus, we need to select worms at L4 stage to get the more suitable experimental group. The simple method is to distinguish them by sizes, because worms at L4 stage have medium sizes. Thus, we design two plans to screen worms.
The first one is to use microfluidics. With the flow filled with worms going through this chip, only the medium sized worms can remain in the medium chamber, and we could collect them by injecting the flow from the bottom and gather them in the top. (Fig. 3)
The second plan is to ensure the growth of worms synchronously, which is utilized to get a large number of worms at the same stage. Detailed Protocol We collect embryos (Fig. 4) by bleaching adults, and culture embryos to get a large number of worms at the same stage after three days. Our synchronous rate is calculated as the formula below.
\frac{N_1*100\%}{N_2}
N1 equals the number of worms at L4
N2 equals the number of all worms.
The successful synchronization rate can reach to about 80%.
Compared with those two methods in experiment, we find that we can get almost 50 out of 100 worms (One adult has no less than 3 embryos) in three days by the synchronization method, while we can just get 20 out of 100 worms in one day by microfluidics method. Given that we need a large number of worms to do the following experiment, we think the synchronization method is better. Detaied Results.
2 The Gaussian Plate
In order to study locomotive behavior of C. elegans populations, we design the Gaussian Plate, a pillar-filled area, where the pillars are designed such that they allow crawling-like behaviors even though worms are immersed in a liquid environment. (Fig. 5)[1]
After deciding to use this microfluidics to study the locomotive behavior changes, we are noticed that the shape of microfluidics is similar to the Galton board.[2]. (Fig. 6(A)) Therefore, we assume that C. elegans is just like balls in the Galton board. The force of slow buffer flow acting on worms is the same as the gravity acting on balls. Moreover, the probability for C. elegans chooses to go left or right is equal when it passes a crossing. (Fig. 6(B))
Both distribution in the Galton board and the Gaussian Plate are Gaussian distribution. Based on these, we can monitor changes in worms’ distribution. We injected diacetyl (2-nonanone) that C. elegans prefers (repulse) into the right (left) channel to make a concentration gradient of the Gaussian Plate. Because of the gradient, worms tend to move to the side filled with diacetyl (or go away the side filled with 2-nonanone), causing Gaussian distribution changed. If changes happen, we can make sure that inserted target genes in C.elegans will not affect it olfactory receptor neuron pairs. (Fig. 7)
In order to make a concentration gradient, we come up with two methods to get it. (Fig. 8)
In order to simulate the process of diffusion, we make a diffusion model to guide us. More details. Detailed Model.
Both of those methods could be carried out theoretically. But in the process of experiment, we find the method 2 (Inject chemicals into layer 2) cannot make a stable concentration gradient. Thus, we use method 1 (Inject chemicals into the side of layer1).
3 The Immobilization Chip
After observing worms’ collective behaviors and proving their olfactory neurons are not affected by exogenous genes, we could study their individual behavioral response and live neuron activity under a light stimulus of a specific wavelength. Traditionally, anesthetics and glues are utilized to immobilize worms. However, worms will be damaged in this condition and it will make it difficult to study the live behavioral response of worms. Thus, we designed two kinds of microfluidic chips to allow high-resolution microscopic imaging on chip without damaging for worms. (Fig. 9)
The first kind of channel is trapping worms in the wedge-shaped channel, called worm clamps. It is utilized to observe the contraction and elongation of their heads and study the neuronal activity by detecting calcium indicator GEM-GECO on fluorescence microscope.
The second kind of channel is compressed and rectangular called parallel channel. Worms can be restricted by turning off gas valves in this compressing channel.
Both of these channels can restrict worms. But in case that they go away from channels, we designed gas valves to block their entry and exit by compressing PDMS (a flexible and easily deformed material) under the pressure made by water or air. The principle of gas valves is as below. (Fig. 10) [3]
Fabrication of Microfluidic Chips
After designing these microfluidics, we need to fabricate them and utilize them. The microfluidic chips used in our project were all produced using this protocol designed by SUSTech_Shenzhen 2016. (Fig. 11) Detailed Protocol
Learn more details Detailed Results
References
- ↑ Albrecht, D.R., and Bargmann, C.I. (2011). High-content behavioral analysis of Caenorhabditis elegans in precise spatiotemporal chemical environments. Nat. Methods 8, 599-605.
- ↑ Bean machine. (2017, October 5). In Wikipedia, The Free Encyclopedia. Retrieved 12:46, October 22, 2017, from https://en.wikipedia.org/w/index.php?title=Bean_machine&oldid=803992086
- ↑ Unger, M.A., Chou, H.P., Thorsen, T., Scherer, A., and Quake, S.R. (2000). Monolithic microfabricated valves and pumps by multilayer soft lithography. Science 288, 113-116.