| Literature DB >> 34789729 |
Carolina Beppi1,2,3,4, Giorgio Beringer5,6, Dominik Straumann7,5,6,8, Stefan Yu Bögli5,6,8.
Abstract
The startle reflex in larval zebrafish describes a C-bend of the body occurring in response to sudden, unexpected, stimuli of different sensory modalities. Alterations in the startle reflex habituation (SRH) have been reported in various human and animal models of neurological and psychiatric conditions and are hence considered an important behavioural marker of neurophysiological function. The amplitude, offset and decay constant of the auditory SRH in larval zebrafish have recently been characterised, revealing that the measures are affected by variation in vibratory frequency, intensity, and interstimulus-interval. Currently, no study provides a model-based analysis of the effect of physical properties of light stimuli on the visual SRH. This study assessed the effect of incremental light-stimulus intensity on the SRH of larval zebrafish through a repeated-measures design. Their total locomotor responses were normalised for the time factor, based on the behaviour of a (non-stimulated) control group. A linear regression indicated that light intensity positively predicts locomotor responses due to larger SRH decay constants and offsets. The conclusions of this study provide important insights as to the effect of light properties on the SRH in larval zebrafish. Our methodology and findings constitute a relevant reference framework for further investigation in translational neurophysiological research.Entities:
Mesh:
Year: 2021 PMID: 34789729 PMCID: PMC8599482 DOI: 10.1038/s41598-021-00535-9
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1(A) Mean distance travelled (± 1 SE) cumulatively over stimuli, for the stimulated group (right panel) and the respective—with same line colour—control group (left panel), at each kLux level. (B) Mean change in TDT20 (± 1 SE) of the stimulated group relative to the control, at each kLux level (each dot represents a single larva). The predictive model was: Δ TDT20 = − 0.84 + 0.794*(kLux level).
Figure 2Boxplots for the mean (cross; ± 1 SE) amplitude, decay constant and offset of 500 bootstraps, for both groups, at each kLux level.
Figure 3Depiction of the input of retinal bleaching (RB) to the startle habituation, using simulated data. In the classic decay model (blue) described by Beppi et al.[35], the amplitude (A) corresponds to the magnitude of the locomotor response to the first stimulus (d1) minus the offset (O), namely the steady-state responsivity (constant). The decay pattern with RB accounts for the effect of retinal bleaching with decay to an asymptotically increasing offset (O). Habituation is a high-pass filter [A × exp(Dc × n)], where Dc is the decay constant and n the stimulus number minus 1. The bleaching effect is instead a low-pass filter [A × exp(–n / Rc)] where Rc is the rise constant and is larger than Dc (in this example Dc = 1 and Rc = 3), while A (= d1 – O) is considerably smaller than A. The habituation with bleaching effect can hence be described as [A × exp(Dc × n) + A × exp(–n / Rc) + O].
When trying to fit a classic first-order exponential into such a decay pattern with retinal bleaching, a “fictitiously” high average (i.e., constant) offset (O) and a “fictitiously” smaller amplitude (A = d1 – O) would be obtained, as we can observe in Figure 2 (see offsets and amplitudes in the highest lux-levels).