| Literature DB >> 29921777 |
Takuma Sugi1,2, Ryuji Igarashi3,4,5, Masaki Nishimura6.
Abstract
Physical forces are transduced into chemical reactions, thereby ultimately making a large impact on the whole-animal level phenotypes such as homeostasis, development and behavior. To understand mechano-chemical transduction, mechanical input should be quantitatively delivered with controllable vibration properties⁻frequency, amplitude and duration, and its chemical output should be noninvasively quantified in an unconstrained animal. However, such an experimental system has not been established so far. Here, we develop a noninvasive and unconstrained mechanochemical imaging microscopy. This microscopy enables us to evoke nano-scale nonlocalized vibrations with controllable vibration properties using a piezoelectric acoustic transducer system and quantify calcium response of a freely moving C. elegans at a single cell resolution. Using this microscopy, we clearly detected the calcium response of a single interneuron during C. elegans escape response to nano-scale vibration. Thus, this microscopy will facilitate understanding of in vivo mechanochemical physiology in the future.Entities:
Keywords: C. elegans; behavior; calcium imaging; mechanochemistry; piezoelectric actuator
Year: 2018 PMID: 29921777 PMCID: PMC6025516 DOI: 10.3390/ma11061034
Source DB: PubMed Journal: Materials (Basel) ISSN: 1996-1944 Impact factor: 3.623
Figure 1A system integrating piezoelectric device into calcium imaging system (a) Schematic diagram of the experimental set-up for the calcium imaging system combined with piezoelectric device. (b) The photograph of a new system. (c,d) The close-up photo of a piezoelectric device attached on the motorized stage (c) and an NGM plate on the actuator (d).
Figure 2Screenshot for the machine vision software and each control panel. (a) Overall photo of the software written on LabVIEW. (b,c) GCaMP (b) and TagRFP (c) images. (d) A panel for calibration of the coordinates between GCaMP and TagRFP images. (e) A panel for controlling the X-Y position of motorized stage. The coordinate is recorded as a csv file. The stage can be also driven by screw actuators under joystick control (Thorlabs, Newton, NJ, USA). (f) A panel for image acquisition and tracking. Exposure time, binning and image acquisition rate can be changed in this panel. (g) A photo for WaveGene software to control vibration properties.
Figure 3Proof of principle experiment for quantification of calcium signal in the AVA neuron while a worm responds to 1 kHz of nonlocalized vibration. (a) The representative filmstrip showing a GCaMP signal of the AVA neuron in a worm responding to nonlocalized vibration. Frames displayed here are separated by 2 s, but actual time resolution is higher. (b–d) The representative time traces of the intensities of GCaMP (b) and TagRFP (c) fluorescences and the ratio change (d) in a worm responding to nonlocalized vibration. (e) A trajectory of a worm with a calcium signal intensity of the AVA neuron indicated in (d). The arrowhead indicates the end of backward movement. The position where nonlocalized vibration was evoked is indicated as ‘Stimulation’.
Figure 4Calcium responses of freely behaving worms to nonlocalized vibrations with different vibration frequencies. (a) Heat maps showing calcium signals in the AVA neuron of freely behaving worms in response to stimulation. Each row in the heatmap shows the ratio change in a single worm. The ratio change in each bin was normalized by the maximum intensity observed in the worm responding to 630 Hz vibration. Nonlocalized vibration was evoked for 1 s and indicated as a black bar. Each line indicates a calcium response trace of the AVA neuron in one worm. (b) The average calcium responses of the AVA neuron in freely moving worms in response to nonlocalized vibrations. Error bars indicate standard error of the mean (s.e.m.). (c) The maximum calcium response of the AVA neuron in response to different nonlocalized vibrations. N = 13 worms in 250 Hz, 11 worms in 400 Hz, 13 worms in 630 Hz, 10 worms in 800 Hz and 12 worms in 1 kHz. Error bars indicate standard error of the mean (s.e.m.).