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Transition path dynamics in the binding of intrinsically disordered proteins: A simulation study.
Masoumeh Ozmaian1, Dmitrii E Makarov1
1Department of Chemistry, University of Texas at Austin, Austin, Texas 78712, USA.
This study models polymer association dynamics, finding that while center-of-mass motion is diffusive, experimental reaction coordinates show memory effects. Transition path times are accurately approximated using an apparent diffusion coefficient.
Area of Science:
- Biophysics
- Polymer Physics
- Computational Chemistry
Background:
- Protein and biopolymer association is fundamental to biological processes.
- Single-molecule experiments provide detailed insights into association dynamics via transition paths.
- Developing accurate models is crucial for interpreting these experimental measurements.
Purpose of the Study:
- To develop models for understanding the dynamics of biopolymer association.
- To simulate the association dynamics of two oppositely charged, disordered polymers.
- To mimic experimental measurements using intermonomer distances as reaction coordinates.
Main Methods:
- Simulation study of association dynamics for two oppositely charged, disordered polymers.
- Monitoring intermonomer distances as experimental reaction coordinates.
- Applying generalized Langevin equation with a memory kernel to describe dynamics.
Main Results:
- Center-of-mass dynamics were memoryless and diffusive.
- Experimental reaction coordinates exhibited significant memory effects.
- Transition path time distribution was well-approximated by 1D diffusion with an apparent diffusion coefficient.
- Mean transition path time showed weak dependence on ionic strength despite electrostatic attraction.
Conclusions:
- The dynamics of biopolymer association can exhibit complex memory effects not captured by simple diffusive models.
- An apparent diffusion coefficient can effectively describe transition path dynamics in complex systems.
- Electrostatic interactions have a limited impact on the mean transition path time in this model system.
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