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Anatomy and Dynamics of a Supramolecular Membrane Protein Cluster

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Science  24 Aug 2007:
Vol. 317, Issue 5841, pp. 1072-1076
DOI: 10.1126/science.1141727

Abstract

Most plasmalemmal proteins organize in submicrometer-sized clusters whose architecture and dynamics are still enigmatic. With syntaxin 1 as an example, we applied a combination of far-field optical nanoscopy, biochemistry, fluorescence recovery after photobleaching (FRAP) analysis, and simulations to show that clustering can be explained by self-organization based on simple physical principles. On average, the syntaxin clusters exhibit a diameter of 50 to 60 nanometers and contain 75 densely crowded syntaxins that dynamically exchange with freely diffusing molecules. Self-association depends on weak homophilic protein-protein interactions. Simulations suggest that clustering immobilizes and conformationally constrains the molecules. Moreover, a balance between self-association and crowding-induced steric repulsions is sufficient to explain both the size and dynamics of syntaxin clusters and likely of many oligomerizing membrane proteins that form supramolecular structures.

The fluid mosaic model for the structure of biological membranes (1) proposes that individual membrane proteins diffuse freely in a sea of lipids. However, it is becoming clear that most membrane proteins are organized in clusters that are diverse. Current popular theories for membrane compartmentalization do not provide a satisfactory explanation for this degree of micropatterning. For instance, partitioning selected components into lipid rafts is supposed to organize the membrane (2), but whereas glycosylphosphatidyl (GPI)–anchored proteins enrich in rafts, the large majority of transmembrane proteins prefer the nonraft phase. Other models propose subplasmalemmal “fences” and “pickets” to form compartment boundaries (3). However, these theories can explain formation of only a limited number of different plasmalemmal compartments, what is difficult to reconcile with the large compositional diversity of membrane domains. Thus, the physical principles underlying most membrane protein clusters are not yet adequately understood.

Several observations are consistent with highly specific clustering mechanisms. Particularly striking are observations that several integral membrane protein isoforms or structurally similar family members segregate in nonoverlapping clusters, including receptors (4), lipid phosphate phosphatases (5), and members of the soluble N-ethylmaleimide–sensitive factor attachment protein receptor (SNARE) family [so-called syntaxins (6, 7)]. Segregation of syntaxins is likely functionally important because syntaxin 1 and 4 clusters represent sites for docking and fusion of secretory granules and caveolae, respectively (810). In vitro, syntaxin 1 forms homo-oligomers via its SNARE motif (11), and, although most syntaxin clusters are also stabilized by cholesterol [for example, (6, 810)], it has been shown that for specific cluster formation homophilic interactions of the SNARE motifs are essential (7). This renders a self-organizing system governed by protein-protein interactions, a plausible biological mechanism, explaining the high specificity of cluster formation. Unfortunately, the existence, let alone the mechanism, of such a self-organizing process could so far not be established because of limited knowledge about the size, composition, and dynamics of the clusters.

To overcome this limitation, we have combined the nanoresolving power of stimulated emission depletion (STED) fluorescence microscopy (fig. S1) (1214) with quantitative biochemistry, fluorescence recovery after photobleaching (FRAP) analysis, and simulations to determine the physical basis of the supramolecular nanostructure formed by syntaxin 1.

In neuroendocrine PC12 cells, the density of syntaxin clusters per surface area plasma membrane was quantified by STED microscopy on membrane sheets (Fig. 1A). STED microscopy reaches resolutions far below that of conventional light microscopy (1214) and is able to separate individual clusters (Fig. 1A). Featuring a focal plane resolution of 50 nm, that is, ∼5 times beyond the diffraction barrier, the STED microscope revealed an average density of 19.6 clusters per μm2 (Fig. 1A). To estimate the total number of clusters, we further determined the average cell surface area by confocal microscopy (460 μm2; fig. S2). Accordingly, a cell contains about 9000 clusters. Quantitative immunoblotting revealed an average of 830,000 syntaxin 1 copies per cell (fig. S3), yielding a syntaxin/cluster ratio of 90, which is an upper estimate (15). STED microscopy also revealed an average cluster diameter of 50 to 60 nm (Fig. 1B) (15), suggesting that within the cluster syntaxin molecules are densely packed.

Fig. 1.

Syntaxin 1 clusters in PC12 cells. (A) Syntaxin 1 clusters were visualized by antibody staining for which access to the inner leaflet of the plasma membrane is a prerequisite. To avoid detergent permeabilization of the plasma membrane that may lead to artificial protein distribution, we removed the upper parts of the cells by a brief ultrasound treatment (fig. S4) and immunostained the remaining plasma membrane sheets after fixation. In contrast to their confocal counterparts (left), nanoscale-resolution STED micrographs (right) reveal that syntaxin concentrates in clusters at an average density of 19.6 ± 5.7 per μm2 (mean ± SD, n = 47 membrane sheets). Bottom images are magnified views from boxed regions in top images. (B) Histogram showing the distribution of full width at half maximum (FWHM) of syntaxin 1 cluster signals obtained from STED micrographs by line scan analysis (median = 68 nm; 1166 clusters from 25 membrane sheets). The FWHM of individual clusters was determined from the Lorentzian fit (gray line) of the line scan (black line) through the corresponding cluster. From the median value of 68 nm, we estimated the real average cluster size to be between 50 and 60 nm (15).

To examine the mobility of syntaxin in the plasma membrane, we performed FRAP experiments in living PC12 cells expressing green fluorescent protein (GFP)–labeled syntaxin 1A. This method determines the overall mobility, although it is not able to differentiate between clustered and freely moving molecules. As shown in Fig. 2, fluorescence recovery times ranged from 40 to 60 s, much higher than expected for a freely diffusing protein with a single transmembrane region (TMR) [(16); for diffusion coefficients, see (15)], and full recovery was not reached in the course of the experiment. To exclude the possibility that incomplete recovery is a bleaching artifact, we performed FRAP control experiments on membrane sheets that enabled us to correct the signal for bleaching and laser fluctuations because the total fluorescence of the preparation was known. No difference in FRAP was observed between live cells and membrane sheets (fig. S4). This experiment further indicates that cytosolic factors and actin reorganization play no role in controlling syntaxin mobility.

Fig. 2.

Syntaxin 1 mobility is determined by the clustering reaction. (A) Confocal images from the basal plasma membrane of a PC12 cell expressing GFP-labeled syntaxin 1A. A squared region was bleached and FRAP was monitored. In one experiment, traces from individual cells (fig. S6) were averaged and fitted, and the recovery half time was determined. For each set of experiments [(B) to (E); n from 3 to 5 independent experiments), the means ± SEM of the recovery half times and the trace obtained by averaging the single experiments are shown. Syntaxin 1A (S × 1A) was compared to point mutants (B) or deletion derivates (C). (D and E) Testing the constructs indicated in (F), we studied the mechanism by which the SNARE motif controls mobility in further detail. Construct –4 is significantly different from –2, –3, and –5 (P < 0.05, paired t test, n = 5). (F) Numbers –7 to +8 refer to amino acids (24) (highlighted in blue and red) participating in layers of interaction in a hypothetical SNARE core complex (25).

To identify the region of the protein that is responsible for mobility restriction, we studied mutant forms and deletion constructs of syntaxin 1A. Syntaxin 1A contains a C-terminal TMR, a membrane-adjacent SNARE motif, and an independently folded N-terminal domain connected to the SNARE motif via a linker region (17) (Fig. 2B). It has been previously shown that syntaxin can form oligomers via its TMRs (18) and can adopt a closed conformation in which the N-terminal domain is folded back onto the SNARE motif (19). In FRAP experiments, mutations that prevent TMR oligomerization (18) or the closed conformation (19) behaved indistinguishably from wild-type syntaxin (Fig. 2B), indicating that these mechanisms have no strong influence on syntaxin mobility. However, mobility increased dramatically after deleting most of syntaxin's cytoplasmatic part, and restriction in mobility could be rescued by adding back the SNARE motif (Fig. 2C). Shortening the N-terminal part of the SNARE motif gradually increased mobility from region –5 on, with almost maximal mobility observed after deletion of region –3 (Fig. 2, D and F). Thus, the part from –5 to –3 is essential for restricted mobility. However, it is not sufficient, because construct –5Δ (Fig. 2F), containing –5 to –3 but lacking the subsequent part from –2 to +8, shows fast recovery (Fig. 2E). These experiments suggest that SNARE motifs associating along almost their entire length are responsible for the reduced mobility of syntaxin, whereas its closed conformation and TMRs play no role. The similarity to the mechanism that directs syntaxin into clusters (7) indicates that reduced mobility is caused by the assembly of syntaxin into clusters.

As discussed above, FRAP does not differentiate whether recovery results from diffusion of entire clusters or from individual syntaxin molecules (or small oligomers) exchanging between immobile clusters. To address this question, we studied the dynamics of syntaxin 1A–GFP clusters. In this experiment, diffraction-limited spots, composed of a few individual clusters, were monitored that should reorganize, move, or show intensity fluctuations if clusters are mobile. To avoid membrane motions caused by cellular dynamics as, for example, actin cortex reorganization, we used native plasma membrane sheets in which syntaxin mobility is indistinguishable compared to that of intact cells (fig. S4). Syntaxin spots did not change over minutes (Fig. 3), suggesting that fluorescence recovery occurs via exchange of syntaxin molecules between clusters. Together, these data show that free and clustered syntaxin molecules are in dynamic equilibrium with each other and all that is needed for clustering are weak homophilic interactions between plasmalemmal syntaxin molecules. Because strong overexpression of syntaxin increases cluster number rather than cluster size and does not generate a uniform syntaxin distribution (7), it is unlikely that other proteins are involved in the clustering mechanism. We therefore asked whether size and dynamics of such microdomains could be governed by simple physical principles rather than by elaborate layers of biological regulation. In the first scenario, clusters would form by self-organization solely depending on weak attractive forces involving homophilic SNARE motif interactions (likely supported by cholesterol) that are balanced by repulsive forces that may include steric hindrance due to crowding.

Fig. 3.

Mobility of syntaxin clusters. Membrane sheet generated from a syntaxin 1A–GFP–expressing PC12 cell. A 5-min time-lapse experiment using epifluorescence microscopy was performed. Top left, 1-(4-trimethylammoniumphenyl)-6-phenyl-1,3,5-hexatriene (TMA-DPH) staining for phospholipids of the membrane sheet. Middle and last images, first and last images of the GFP channel and corresponding overlay. The Pearson correlation coefficient of the first and last image was calculated, indicating high similarity [0.82 ± 0.11 (mean ± SD; n = 16 membrane sheets)]. Bottom images show magnified views of the boxed region (top) at indicated times.

To test whether this is possible, we simulated FRAP experiments by Brownian dynamics (Fig. 4, A and B) using a simple interaction potential between individual syntaxin molecules (Fig. 4B inset, bold line). An additional repulsive component was introduced, which strengthens with cluster size (Fig. 4B inset, dashed lines showing the resulting potentials). The known concentration of syntaxin [about 1800 molecules per μm2; see also (15)] was used, and syntaxin diffusion was assumed to be similar to that of the construct lacking the cytoplasmatic part, which had been shown previously not to participate in syntaxin clusters (7). Of the two adjustable parameters, the effective attraction and the strength of the repulsive component, only those parameter combinations were considered for which the simulations equilibrated at the experimental cluster density. For each of the allowed combinations, the simulation equilibrated at different amounts of syntaxin molecules per cluster and hence different fractions of free syntaxin, as indicated in Fig. 4B. With proper selection of the free syntaxin fraction, perfect agreement with the measured recovery curve was obtained (Fig. 4B, green curve). This shows that the observed self-organizing process can be explained in terms of simple interactions. Further, an average cluster size of 75 molecules is predicted by the simulation, with the remaining circa 300 molecules/μm2 (corresponding to 16%) diffusing mostly individually between clusters. Exchange between clustered and freely diffusing molecules is governed by a distribution of dissociation time constants (fig. S5) with an average rate constant of 〈koff〉 = 25,000/s. Although only a small fraction of syntaxin is freely diffusing, a much higher degree of fluorescence recovery is reached because both pools of syntaxin are in equilibrium with each other. Moreover, clusters become immobile during the simulation within diffraction-limited resolution, another characteristic that is consistent with our experimental data.

Fig. 4.

Brownian dynamics simulation and in silico reconstruction of supramolecular syntaxin. (A and B) Simulation of lateral syntaxin diffusion by Brownian dynamics. Starting from a randomly chosen distribution [(A), left] and governed by an assumed interaction potential [(B), inset], spontaneous syntaxin clustering occurred and was followed in the simulation until thermodynamic equilibrium was reached [(A), middle]. Subsequently, fluorescence recovery [(A), right] after simulated bleaching (orange) of the central area [(A), middle] was monitored and averaged over several runs [(B), solid lines]. The effective syntaxin interaction strength and the strength of the repulsive component were varied until agreement with both the experimental cluster density and the measured recovery kinetics (dashed red line) was reached. Inset in (B) shows exemplary interaction potentials for various cluster sizes nc at nmax = 140 (15). Attractive interactions occur at nc < nmax. Insets in lower images of (A) (length of 14.7 nm) show the repopulation of a bleached cluster (inset a) with unbleached (white) syntaxins (inset b). Please note that at diffraction-limited resolution, images of the clusters appear blurred, resulting in spotty signals (Fig. 1A) with diameters of several hundred nanometers (about the size of the inset box). For this reason, in Fig. 3 cluster motions over small distances cannot be detected. (C) In silico reconstructions of supramolecular syntaxin.

Whereas the molecular basis for attractive forces can be readily explained by homophilic interactions of the SNARE motif, the origin of repulsive forces is less obvious. An in silico model of 75 open syntaxin molecules, oligomerized tightly via their SNARE motifs (Fig. 4C, left), offers a plausible and consistent explanation. In this model, the bulky N-termini would cause syntaxins to adopt a half-closed conformation at the rim of the cluster, resulting in a bunchlike structure. The 50-nm diameter of the structure formed by the N-termini, which contain the epitope for antibody staining, agrees with the cluster dimensions measured by STED microscopy. In this structure, molecules are conformationally constrained, and steric hindrance complicates attachment of more molecules with increasing cluster size. This effect would set an upper limit for the degree of oligomerization and provides a molecular explanation for the repulsive forces in the simulation. Further, it explains the immobile fraction of syntaxins in terms of slow release of inner molecules. Lastly, the bunchlike structure predicts that overexpression of syntaxin increases the number of clusters rather than their size, which is in agreement with previous observations (7). In contrast, a hypothetical cylindrical syntaxin arrangement (Fig. 4C, right) would not explain our findings.

The self-organization model shows that a simple balance between weak homophilic interactions and a repulsive component can explain all available experimental data on the composition and the dynamics of syntaxin clusters.

Syntaxin clustering via self-assembly is likely a paradigm that applies to a variety of membrane protein clusters. Like the syntaxins, many other membrane proteins are known both to form clusters and to homo-oligomerize in vitro via their cytoplasmic domain. Examples include structurally diverse proteins such as synaptotagmins (13, 20) and receptors (4, 21) (containing single transmembrane domains), anion transporters [e.g., (22)] containing multiple transmembrane domains, and proteins such as reggie with lipid anchors [e.g., (23)]. The tendency to form homooligomers in solution would be enhanced in the plane of a membrane where membrane anchoring orients the molecules ideally for oligomerization. Hence, in the membrane self-association is enforced, leading finally to nanodomains containing many copies of the self-assembled membrane proteins. Thus, just as for the syntaxins, homo-oligomerization will likely lead to cluster formation for any membrane protein that can self-associate in solution.

The concept of clustering via self-assembly is not restricted to membrane proteins oligomerizing via their cytoplasmic domain. Rather, it can be widely applied to membrane proteins oligomerizing via their transmembrane or extracellular domains, with the only prerequisite being that in these cases there would be additional protein domains causing steric crowding or other repulsive forces, as, for example, accumulating charges.

As outlined above, the mechanisms underlying the high degree of membrane micropatterning are not well understood for most membrane proteins. With syntaxin 1 as an example, we present a conceptual framework for the description of protein domains in membranes. This biological principle is expected to explain a considerable part of the compositional variability of membrane protein clusters and hence will help to advance our understanding of membrane micropatterning.

Supporting Online Material

www.sciencemag.org/cgi/content/full/317/5841/1072/DC1

Materials and Methods

Figs. S1 to S7

References

References and Notes

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