2015
DOI: 10.1063/1.4916914
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Modeling the effect of codon translation rates on co-translational protein folding mechanisms of arbitrary complexity

Abstract: In a cell, the folding of a protein molecule into tertiary structure can begin while it is synthesized by the ribosome. The rate at which individual amino acids are incorporated into the elongating nascent chain has been shown to affect the likelihood that proteins will populate their folded state, indicating that co-translational protein folding is a far from equilibrium process. Developing a theoretical framework to accurately describe this process is, therefore, crucial for advancing our understanding of ho… Show more

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Cited by 6 publications
(13 citation statements)
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“…To overcome the limited sampling of the all-atom simulations, which led to imprecise force estimates, we turned to coarse-grained simulations to determine a precise magnitude of the pulling force associated with increased nascent-chain length. We employed a coarse-grained model of RNCs that has been developed and extensively applied over the past several years. This coarse-grained model allows tens of microseconds to be simulated, and the smoothed energy landscape and low-friction Langevin Dynamics results in a million-fold acceleration of dynamics . Thus, individual trajectories correspond to tens of seconds of experimental time.…”
Section: Resultsmentioning
confidence: 99%
“…To overcome the limited sampling of the all-atom simulations, which led to imprecise force estimates, we turned to coarse-grained simulations to determine a precise magnitude of the pulling force associated with increased nascent-chain length. We employed a coarse-grained model of RNCs that has been developed and extensively applied over the past several years. This coarse-grained model allows tens of microseconds to be simulated, and the smoothed energy landscape and low-friction Langevin Dynamics results in a million-fold acceleration of dynamics . Thus, individual trajectories correspond to tens of seconds of experimental time.…”
Section: Resultsmentioning
confidence: 99%
“…A coarse-grain representation of the E. coli 50S ribosomal subunit and a dye-modified HemK coarse-grain structure (Figure D) were used in all synthesis simulations. To model domain folding we use a Go̅-based Hamiltonian utilized in previous studies of cotranslational folding. To model dimensional collapse we use another Hamiltonian that approximates the influence of good-solvent conditions on the HemK NTD. Finally, we use a third Hamiltonian that approximates the influence of poor-solvent conditions with the introduction of nonspecific attractive interactions that cause domain collapse in bulk solution.…”
Section: Resultsmentioning
confidence: 99%
“…Here, we present results from coarse-grained, low-friction Langevin dynamics simulations of HemK synthesis that were performed with three different Hamiltonians to assess which driving force yields a compaction process that is most consistent with the experimental data. The first Hamiltonian, which models domain folding, is a Go̅-based model previously used to model cotranslational folding in silico. The second Hamiltonian approximates the influence of a good solvent on the nascent protein to model dimensional collapse. The third Hamiltonian models the influence of a poor solvent to permit nonspecific collapse.…”
Section: Introductionmentioning
confidence: 99%
“…To test the accuracy of predictions from the master equation (eq 3), we used previously generated 20 coarse-grained simulation data of the synthesis of the single-domain MIT protein. MIT is a 77-residue protein that forms a 3-helix bundle in its folded state and can populate unfolded, intermediate, and folded states (Figure 2c).…”
Section: ■ Resultsmentioning
confidence: 99%
“…Markov state definitions that have been previously published. 20 Specifically, we used two order parameters, the fraction of native contacts between helices 1 and 2 (Q 1−2 ) and between helix 3 and helices 1 and 2 (Q 12−3 ). retain their constant values, and it is only the n 12 and n 12−3 terms which will decrease compared to the fully synthesized MIT situation.…”
Section: ∑ ∑mentioning
confidence: 99%