Abstract:A 140-residue intrinsically disordered protein (IDP), α-synuclein (αS), is known to adopt conformations that are vastly plastic and susceptible to environmental cues and crowders. However, the inherently heterogeneous nature of αS has precluded a clear demarcation of its monomeric precursor between aggregation-prone and functionally relevant aggregation-resistant states and how a crowded environment could modulate their mutual dynamic equilibrium. Here, we identify an optimal set of distinct metastable states … Show more
“…Using the cutoff defined, we calculate the percentage bound between the two α S monomers for different values of λ in the coarse-grained model. We also calculate the same from atomistic simulations reported in 23 as the reference. From Figure 9b, we can see that for multiple values of λ , we observe a close agreement in percentage bound values between coarse-grained and atomistic simulations.…”
Section: Methodsmentioning
confidence: 99%
“…A recent study used Markov State models to delineate the metastable states based on the extent of compaction (R g ) and identified 3 macrostates and their relative populations. 23 Therefore, in the multi-chain simulations, we maintain similar relative populations of these macrostates. (Figure S7) .…”
Section: Initial Conformation Generation For Large-scale Multi-chain ...mentioning
confidence: 99%
“…In particular, to understand the influence of environmental factors on the inter-protein interactions within a phase separated droplet, we target to computationally simulate the aggregation process of αS under different conditions, emphasizing the roles of crowders and salt. While recent progress in computational forcefields and hardware has enabled the simulation of individual Intrinsically Disordered Proteins (IDPs) especially αS, using All-Atom Molecular Dynamics (AAMD), [18][19][20][21][22][23][24] these simulations can be extremely time-consuming and resource-intensive, making multi-chain AAMD simulations, even with cutting-edge software and hardware, impractical. Therefore, to simulate the the aggregation process, we resort to coarse-grained molecular dynamics (CGMD) simulations.…”
Intrinsically disordered protein alpha-Synuclein (alphaS) is implicated in Parkinson's disease due to its aberrant aggregation propensity. In a bid to identify the traits of its aggregation, here we simulate the multi-chain association process of alphaS in aqueous as well as under diverse environmental perturbations. As a key observation, our simulations capture significant concentration disparity among protein droplets, replicating recently reported liquid-liquid phase separation (LLPS) of alphaS between the dilute and dense phases. LLPS propensity was notably enhanced when alphaS is exposed in either saline or crowded environments. However, the surface tension of alphaS droplets was found to be modulated differently by crowders (entropy-driven aggregation) and salt (enthalpy-driven aggregation). Conformational analysis revealed that chains would adopt extended conformations and prefer mutually normal orientations with each other inside the aggregates, in a bid to minimize inter-chain electrostatic repulsions. The stability of droplets resulted from reduced intra-chain interactions in the C-terminal regions of alphaS, promoting inter-chain residue-residue interactions. A graph theory analysis identified small-world-like networks within the droplets across variation in environmental conditions, suggesting prevalence of common traits of interaction patterns contributing to stabilization and growth both in saline or in crowded media.
“…Using the cutoff defined, we calculate the percentage bound between the two α S monomers for different values of λ in the coarse-grained model. We also calculate the same from atomistic simulations reported in 23 as the reference. From Figure 9b, we can see that for multiple values of λ , we observe a close agreement in percentage bound values between coarse-grained and atomistic simulations.…”
Section: Methodsmentioning
confidence: 99%
“…A recent study used Markov State models to delineate the metastable states based on the extent of compaction (R g ) and identified 3 macrostates and their relative populations. 23 Therefore, in the multi-chain simulations, we maintain similar relative populations of these macrostates. (Figure S7) .…”
Section: Initial Conformation Generation For Large-scale Multi-chain ...mentioning
confidence: 99%
“…In particular, to understand the influence of environmental factors on the inter-protein interactions within a phase separated droplet, we target to computationally simulate the aggregation process of αS under different conditions, emphasizing the roles of crowders and salt. While recent progress in computational forcefields and hardware has enabled the simulation of individual Intrinsically Disordered Proteins (IDPs) especially αS, using All-Atom Molecular Dynamics (AAMD), [18][19][20][21][22][23][24] these simulations can be extremely time-consuming and resource-intensive, making multi-chain AAMD simulations, even with cutting-edge software and hardware, impractical. Therefore, to simulate the the aggregation process, we resort to coarse-grained molecular dynamics (CGMD) simulations.…”
Intrinsically disordered protein alpha-Synuclein (alphaS) is implicated in Parkinson's disease due to its aberrant aggregation propensity. In a bid to identify the traits of its aggregation, here we simulate the multi-chain association process of alphaS in aqueous as well as under diverse environmental perturbations. As a key observation, our simulations capture significant concentration disparity among protein droplets, replicating recently reported liquid-liquid phase separation (LLPS) of alphaS between the dilute and dense phases. LLPS propensity was notably enhanced when alphaS is exposed in either saline or crowded environments. However, the surface tension of alphaS droplets was found to be modulated differently by crowders (entropy-driven aggregation) and salt (enthalpy-driven aggregation). Conformational analysis revealed that chains would adopt extended conformations and prefer mutually normal orientations with each other inside the aggregates, in a bid to minimize inter-chain electrostatic repulsions. The stability of droplets resulted from reduced intra-chain interactions in the C-terminal regions of alphaS, promoting inter-chain residue-residue interactions. A graph theory analysis identified small-world-like networks within the droplets across variation in environmental conditions, suggesting prevalence of common traits of interaction patterns contributing to stabilization and growth both in saline or in crowded media.
“…The cellular interior presents a highly congested and heterogeneous environment with the concentration of macromolecules reaching as high as 400 g/L. − The underlying volume exclusion caused by the impenetrability of nearby macromolecules at high concentrations has been reported to alter the structure and function of proteins and enzymes, − although less crowded environments have also been shown to bring about considerable modulation. − Proteins can exhibit a hierarchy of dynamics spanning a range of time scales due to large-scale domain movements and local fluctuations, providing deeper insights into the structure–function correlation . Water molecules in the hydration layer of proteins, referred to as biological water, are intimately associated with biomolecular dynamics, oftentimes driving the same, an aspect that has been termed as solvent slaving of motions. , To mimic the cellular environment, researchers have been using polymer-based crowders with sugar (Dextran and Ficoll) and poly ethylene glycol (PEG) as the monomeric units since performing experiments in cellular environments can be quite challenging.…”
The impact of macromolecular crowding on biological macromolecules has been elucidated through the excluded volume phenomenon and soft interactions. However, it has often been difficult to provide a clear demarcation between the two regions. Here, using temperature-dependent dynamics (local and global) of the multidomain protein human serum albumin (HSA) in the presence of commonly used synthetic crowders (Dextran 40, PEG 8, Ficoll 70, and Dextran 70), we have shown the presence of a transition that serves as a bridge between the soft and hard regimes. The bridging region is independent of the crowder identity and displays no apparent correlation with the critical overlap concentration of the polymeric crowding agents. Moreover, the dynamics of domains I and II and the protein gating motion respond differently, thereby bringing to the fore the asymmetry underlying the crowder influence on HSA. In addition, solvent-coupled and decoupled protein motions indicate the heterogeneity of the dynamic landscape in the crowded milieu. We also propose an intriguing correlation between protein stability and dynamics, with increased global stability being accompanied by eased local domain motion.
“…Theoretically well-grounded dimensionality reduction (DR) techniques are now commonly being used in protein conformation analysis to extract the latent low-dimensional features, and the quantum of information lost during the projection depends heavily on the kind of data set under consideration. − The time-lagged independent component analysis (TICA) is a commonly used linear transformation method that identifies coordinates with maximal correlation given an appropiate lag time. − However, the featurization of data remains critical and must be considered to minimize statistical error. A highly heterogeneous data set that lies on a high-dimensional manifold, as in the case of IDPs, is best handled with nonlinear dimension reduction (NLDR) techniques, which generally attempt to keep the nearest neighbors close together.…”
Intrinsically
disordered proteins (IDPs) populate a range of conformations
that are best described by a heterogeneous ensemble. Grouping an IDP
ensemble into “structurally similar” clusters for visualization,
interpretation, and analysis purposes is a much-desired but formidable
task, as the conformational space of IDPs is inherently high-dimensional
and reduction techniques often result in ambiguous classifications.
Here, we employ the t-distributed stochastic neighbor embedding (t-SNE)
technique to generate homogeneous clusters of IDP conformations from
the full heterogeneous ensemble. We illustrate the utility of t-SNE
by clustering conformations of two disordered proteins, Aβ42,
and α-synuclein, in their APO states and when bound to small
molecule ligands. Our results shed light on ordered substates within
disordered ensembles and provide structural and mechanistic insights
into binding modes that confer specificity and affinity in IDP ligand
binding. t-SNE projections preserve the local neighborhood information,
provide interpretable visualizations of the conformational heterogeneity
within each ensemble, and enable the quantification of cluster populations
and their relative shifts upon ligand binding. Our approach provides
a new framework for detailed investigations of the thermodynamics
and kinetics of IDP ligand binding and will aid rational drug design
for IDPs.
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