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Lattice instability drives formation of protofilament clusters at the microtubule plus-end tips
Weizhi Xue1, Jiangbo Wu1, Tamara Bidone2
1Department of Chemistry, Chicago Center for Theoretical Chemistry, The James Franck Institute, Institute for Biophysical Dynamics, The University of Chicago, Chicago, Illinois 60637.
Abstract:
Microtubules (MTs) are dynamic cytoskeletal filaments composed of α- and β-tubulin protein dimers. They are crucial for maintaining cell structure, facilitating intracellular transport, and ensuring proper chromosome segregation among other things. These biological functions are influenced by the dynamic instability of the MT plus-end tip. Recent simulations have discovered formation of protofilament (PF) clusters at the MT plus-end tip, but reliable extrapolation of PF cluster dynamics and detailed microscopic mechanism are still needed to understand their behavior thoroughly. In this work, we have constructed, from "bottom up," a relatively high-resolution coarse-grained (CG) molecular dynamics (MD) model for tubulins with 20 CG sites per tubulin monomer, performed extensive CG MD simulations on MT lattices with 8 and 40 layers of heterodimers, and conducted comprehensive atomistic-level analysis. Our findings demonstrate that, in both GTP and GDP states, PF clusters are stable up to tens of microseconds of CG MD simulation time during spontaneous outward bending relaxation. PF clustering is initiated by longitudinal relaxation, stabilized by residual lateral interaction in the PF clusters. This process is thermodynamically driven by intrinsic lattice instability. In longer microtubules, this instability accumulates and further facilitates PF bending and clustering at the plus-end tip, but it can also be released via lattice curvature and supertwist. GDP-MTs form more PF clusters than GTP-MT on average and undergo more lateral cleavage and faster bending relaxation due to weaker lateral interactions, which facilitates MT catastrophe. GTP-MT forms flatter and more rigid PF clusters that favor nucleotide addition. Our findings highlight the critical role of lattice instability in microtubule dynamics and offer new insights on the conformational variability of MT plus-end tips.
Insights
Microtubules (MTs) exhibit protofilament (PF) clusters at their dynamic plus-end tips. These clusters, driven by lattice instability, influence MT dynamics and catastrophe, offering insights into tubulin's conformational variability.
Area of Science:
- Biophysics
- Cell Biology
- Computational Biology
Background:
- Microtubules (MTs) are vital cytoskeletal polymers essential for cell structure and function.
- MT dynamics, particularly at the plus-end tip, are crucial for cellular processes.
- Protofilament (PF) cluster formation at MT plus-ends is observed but lacks detailed mechanistic understanding.
Purpose of the Study:
- To investigate the dynamics and microscopic mechanisms of protofilament (PF) cluster formation at microtubule (MT) plus-end tips.
- To elucidate the role of lattice instability in PF cluster behavior and MT dynamics.
- To compare PF clustering in GTP- and GDP-bound tubulin states.
Main Methods:
- Development of a high-resolution coarse-grained (CG) molecular dynamics (MD) model for tubulin.
- Extensive CG MD simulations of MT lattices with varying heterodimer layers.
- Comprehensive atomistic-level analysis of simulation data.
Main Results:
- PF clusters are stable in both GTP and GDP states during relaxation, driven by longitudinal relaxation and lateral interactions.
- Intrinsic lattice instability thermodynamically drives PF clustering, accumulating in longer MTs.
- GDP-MTs form more PF clusters, exhibit faster relaxation, and facilitate MT catastrophe due to weaker lateral interactions compared to GTP-MTs.
Conclusions:
- Lattice instability plays a critical role in microtubule dynamics and PF cluster formation at the plus-end tip.
- PF cluster stability and dynamics differ between GTP and GDP states, impacting MT polymerization and catastrophe.
- The study provides new insights into the conformational variability of MT plus-end tips and their dynamic behavior.
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