| Literature DB >> 36012367 |
José Villanueva1, Manuel Criado1, Yolanda Giménez-Molina1, Virginia González-Vélez2, Amparo Gil3, Luis Miguel Gutiérrez1.
Abstract
The heteromeric assembly of α3 and β4 subunits of acetylcholine nicotinic receptors (nAChRs) seems to mediate the secretory response in bovine chromaffin cells. However, there is no information about the localization of these nAChRs in relationship with the secretory active zones in this cellular model. The present work presents the first evidence that, in fact, a population of these receptors is associated through the F-actin cytoskeleton with exocytotic machinery components, as detected by SNAP-25 labeling. Furthermore, we also prove that, upon stimulation, the probability to find α3β4 nAChRs very close to exocytotic events increases with randomized distributions, thus substantiating the clear dynamic behavior of these receptors during the secretory process. Modeling on secretory dynamics and secretory component distributions supports the idea that α3β4 nAChR cluster mobility could help with improving the efficiency of the secretory response of chromaffin cells. Our study is limited by the use of conventional confocal microscopy; in this sense, a strengthening to our conclusions could come from the use of super-resolution microscopy techniques in the near future.Entities:
Keywords: DBH; SNAP-25; chromaffin cells; exocytosis; modeling of calcium dynamics; particle-based methods; secretory machinery; α3β4 acetylcholine nicotinic receptor
Mesh:
Substances:
Year: 2022 PMID: 36012367 PMCID: PMC9409273 DOI: 10.3390/ijms23169101
Source DB: PubMed Journal: Int J Mol Sci ISSN: 1422-0067 Impact factor: 6.208
Figure 1Peripheral distribution of endogenous α3 or β4 nAChR subunits to EGFP-SNAP25. (a) Cortical layer (TOP) of a cell expressing EFGP-SNAP25 (green) and inmunolabeled with antibody anti-β4 Atto-594 (red). (b) Similar image of a cell expressing EFGP-SNAP25 (green), but immunolabeled with the anti-α3 antibody and revealed with the appropriate secondary antibody Alexafluor-546 (red). (c) A comparison of the average distance between the centroids of each immunologically identified α3 or β4 nAChR subunits and the centroids of the nearest EGFP-SNAP25. All of the records were obtained using sequential laser excitation and acquisition. Bars indicate 1 µm.
Figure 2Membrane proximity between endogenous (real) or random simulated α3β4 nAChRs (red) and DBH exocytosis patches (green) upon K+ or ACh secretion stimulus. α3β4 nAChR real structures are apparently in contact with DBH exocytotic points more than what would be expected for a random distribution. (a–d) A chromaffin cell with both green DBH (a) and red α3β4 nAChR (b) immunolabeling in a secretion stimulus assay using depolarization with high K+ (see Section 4.5). Many of the real α3β4 nAChR (red) structures seem to have at least one pixel that colocalizes with DBH green patches (c). The random distributions of the same number of red simulated α3β4 nAChR patches are compared (d). (e–h) A similar experiment but using ACh as the secretion stimulus (see Section 4.5). Real (g) and random simulated (h) α3β4 nAChR structures are compared. Many of the red α3β4 nAChR structures (f) seem to have at least one pixel that colocalizes with DBH green patches (g). Significant differences are seen in the mean distance between each patch centroid and the nearest DBH centroid (i) (one-way ANOVA Kruskal-Wallis test (non-parametrical), K+ to ACh: p * < 0.05 moderately significative; K+ to RND and ACh to RND p *** < 0.0001 highly significative). The distribution of XY distances confirms these tendencies in each condition (j): under K+ stimulation (grey fill), 323 real α3β4 nAChR structures from 24 cells are measured. Under ACh stimulation (white fill), 325 real α3β4 nAChR structures from 30 cells are measured. Similar number (306) of simulated α3β4 nAChRs are measured to obtain the random distribution. Bars represent 2 μm.
Figure 3Membrane colocalization and overlapping between α3β4 nAChR (red) and DBH (green) after secretion stimulus: in each image we individually selected several regions of interest (ROIs) (a,b) and proceeded to analyze them using ImageJ JACoP complement (See Section 4.6), obtaining the values of the Pearson’s and Manders coefficients, whose averages are shown in Table 1, as well as their corresponding scatterplot graphs, whose examples are shown (d). The averaged Pearson’s coeficients for 50% threshold images show a significant colocalization between endogenous α3β4 nAChRs structures and the DBH sites in both stimulation conditions to those obtained for randomly simulated α3β4 nAChRs structures (Table 1 (c)). Furthermore, the averaged coefficients obtained for the stimulus with ACh are significantly higher than those obtained when stimulating with a high K+ (p value *** < 0.0001; Table 1). (d) A scatterplot or fluorogram for pixel colocalization of the red channel (AChR structures) and green channel (DBH) comparing three examples of the images obtained in each of the three analyzed conditions. Bars represent 1 µm.
Colocalization and overlapping coefficients between DBH and α3β4 nAChR (endogenous and randomly simulated) after both secretion stimulus protocols. We used one-way ANOVA (Kruskal–Wallis non-parametric test) and Dunn’s Multiple comparison test (See Section 4.7). All three coefficient comparisons were highly significant: ACh stimulus vs. K+ stimulus p value *** < 0.0001; ACh stimulus vs. RND p value *** < 0.0001; K+ stimulus vs. RND p value *** < 0.0001.
| Pearson’s | Manders’ | Manders’ | |
|---|---|---|---|
| ACh stimulus | 0.590 ± 0.014 | 0.536 ± 0.011 | 0.571 ± 0.016 |
| K+ stimulus | 0.461 ± 0.097 | 0.399 ± 0.016 | 0.418 ± 0.014 |
| RND | 0.114 ± 0.009 | 0.079 ± 0.004 | 0.093 ± 0.004 |
Parameters used in the simulation of buffered calcium diffusion in a conical domain.
| Simulation Domain (Cone) | Ca2+, Bendo and ACh | ||
| Spatial resolution | 70 nm | Ca2+ Basal concentration | 0.1 µM |
| Radius of the base of the domain | 1 µm | Bendo concentration | 500 µM |
| Height of the domain | 5 µm | Diffusion coefficient of Ca2+ | 220 µm2 s−1 |
| Number of AChR channels | 7 | Bendo forward binding rate | 5.10+8 M−1 s−1 |
| Bendo dissociation constant | 10 µM | ||
| ACh concentration | 100 µM | ||
| ACh channel model (see [ | Secretory vesicles | ||
| k+ | 227 µM−1 s−1 | Number of binding sites | 3 |
| k− | 38,541 s−1 | Forward binding rate | 8.10+6 M−1 s−1 |
| α | 2024 s−1 | Dissociation constant | 13 µM |
| β | 50,600 s−1 | Fusion rate | 1000 s−1 |
| k+g | 49 s−1 | ||
| k−g | 512 s−1 | ||
| k+b | 241.5 µM−1 s−1 | ||
| k−b | 0.3 s−1 | ||
Figure 4Results of the simulation of a pulse lasting 1 s. (a) Calcium current that enters the cell through nAChRs during the pulse (b). Average calcium concentration obtained at distances between 0–70 nm to the cell membrane (c). Time course of the accumulated secretory response (as a percentage) obtained with random and colocalized configurations of nAChR secretory vesicles.