1. Introduction
Fig. 1 Flow-generation mechanism of peristaltic pumps. (a, b) An industrial peristaltic pump with (a) a typical structural detail and (b) its simplified model; (c, d) a bioactuator peristaltic pump with (c) its simplified mechanism and (d) the concept of this experiment. For the industrial pump, its rotor places stress on the silicone tube surface and generates an internal flow. For the bioactuator peristaltic pump, optical light stimulation causes the contraction of muscles and generates an internal flow. Upon light stimulation, the tissue-engineered pump induces sequential muscle activation, gradually changing the stimulation area, in order to generate an undulating movement. Flow direction is changed by generating an asymmetric undulating motion between the left and right muscles. |
2. Material and methods
2.1. Obtaining photoresponsive larvae
Fig. 2 Schematic diagrams showing how the GAL4/UAS system with the desired genetic property was obtained on the muscle cells of the larvae. Adult male GAL4-myocyte enhancer factor-2 (Mef2) and adult female UAS-H134R-ChR2 were mated to obtain larvae. Male D. melanogaster, which have Mef2 on the GAL4 line (GAL4-Mef2), and virgin female D. melanogaster, which have ChR2 on the UAS tag (UAS-H134R-ChR2), were mated in a bottle containing food including all-trans-retinal. The resulting larvae had H134R-ChR2 on all myocytes. |
2.2. Obtaining the tubular structure
Fig. 4 Obtaining a tubular structure of living muscle tissue from a D. melanogaster larva. (a) The head and the tail ends were cut off, and all internal organs were removed; (b) a side view of a tube structure, with the head end on the right; (c) a partial cross-section of a tube structure. |
2.3. Setup for light stimulation
Fig. 5 Experimental setup for light stimulation. “Lens 1” represents the plano-convex lens (diameter = 25 mm, f = 50 mm) and “lens 2” represents the achromatic lens (diameter = 25 mm, f = 100 mm). The distance from the DMD projector lens to lens 1 is about 100 mm and the distance from lens 1 to lens 2 is about 180 mm. The total distance from the projector to the microscope inlet is about 310 mm. These distances were finely adjusted after setting them up roughly, so that light was focused on the microscope stage. A pattern flow input from a personal computer was reflected onto the DMD projector irradiation pattern. The purple arrow shows the path of the patterned light stimulation. Yellow and red arrows show the path of light from the microscope light source. The yellow arrow represents white light and the red arrows represent the white light excluding blue-spectrum by means of a filter. |
Fig. 6 A set of input patterns used to control the peristaltic pumping action. The number of steps, propagation speed, and stimulation area width were changed arbitrarily. Each stimulation pattern was composed of a combination of a black rectangle (648 × 864 pixels) for the background and a white rectangle (42 × 864 pixels) for the light area, and was prepared using Paint software. Each image was output as a bitmap graphic. The set of the images was input into control software. A stimulation wave comprised 36 images. |
2.4. Visualization of internal flow
3. Results and discussion
3.1. Measurement of tube structure
3.2. Measurement of muscle contraction
Fig. 7 Time-lapse images of the peristaltic cycle with forced contraction controlled by light stimulation. Red rectangles indicate light stimulation areas. In these images, the output frequency was 3 Hz for 12 s. The contraction areas on the tube surface corresponded with the stimulation areas. The scale bar is 1 mm. |
Fig. 8 (a) Observed displacement on the surface. Δx represents the displacement from the original surface line. In the lower image, the tissue was exposed to light stimulation. (b) A schematic view describing the parameters to calculate the performance of the cell-based fluid actuation. The surface displacement volume was calculated by Eq. (1), where V is the flow volume, I is the inner radius of the tube, and D is the displacement rate. The displacement rate on the tissue surface is equal to the displacement divided by the radius of the body (o). P is the propagation speed of the light stimulation, and B is the observed speed of the microbeads. |
Fig. 9 (a) Dependence of the displacement rate on the propagation speed of the light stimulation. The error bars show the standard deviations. (b) Calculated flow rate from the propagation speed and displacement rate in Eq. (1); 0 μm·s−1 refers to stimulation without propagation (n = 3). |
3.3. Demonstration of fluid actuation by peristalsis of the micro conveyor tube
Fig. 10 The set of input patterns used to control the peristaltic pumping action. Each stimulation pattern, consisting of a rectangular image, was composed of a combination of a black rectangle (1024 × 768 pixels) for the background and two white rectangles (75 × 768 pixels) for the light area, and was prepared using Paint software. Each image was output as a bitmap graphic. The set of the images was input into control software. A stimulation wave comprised 12 images. |
Fig. 11 Time-lapse images when transporting microbeads. The change in microbead position shows that the microbeads were transported. The flow rate of the fluid inside the tube was calculated by dividing the displacement by the time. (a) Light stimulation reached the leftmost bead; (b) image taken 0.8 s later, where each dotted circle indicates a microbead location at that instant. Identical colors indicate identical microbeads. The speed of the propagating light stimulation was 0.5 mm·s−1. |