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Published on: August 20, 2014
How quickly can a β-hairpin fold from its transition state?
Beatrice N Markiewicz1, Lijiang Yang, Robert M Culik
1Department of Chemistry and ‡Department of Biochemistry and Biophysics, University of Pennsylvania , Philadelphia, Pennsylvania 19104, United States.
Introducing cross-linkers into proteins can stabilize folding transition states, aiding the study of protein folding dynamics. This method allows for direct assessment of the folding process by mimicking transition states.
Area of Science:
- Biochemistry
- Structural Biology
- Chemical Physics
Background:
- Understanding protein folding mechanisms is crucial for elucidating biological processes.
- Identifying transition states is key to understanding folding dynamics.
- Current methods like Φ-value analysis infer transition state structures.
Purpose of the Study:
- To investigate if protein cross-linking can stabilize folding transition states.
- To explore cross-linking as a method to mimic and study protein folding transition states.
- To assess the impact of cross-linking on protein folding rates and barriers.
Main Methods:
- Introducing disulfide cross-linkers into a model β-hairpin (Trpzip4).
- Measuring folding rates of cross-linked and uncross-linked peptides.
- Analyzing the free energy landscape of cross-linked peptides.
- Empirical analysis of folding time dependence on hydrogen bond formation.
Main Results:
- Cross-linking β-strands near the turn significantly increased folding rate.
- Cross-linking termini resulted in a hyperstable hairpin with unchanged folding rate.
- Cross-linking can stabilize transition state analogues for direct folding assessment.
- Folding time follows a power law dependence on hydrogen bonds when barriers are absent.
Conclusions:
- Protein cross-linking is a viable strategy to manipulate folding free energy barriers.
- Cross-linking can stabilize folding transition state analogues, enabling direct folding process assessment.
- Folding dynamics of β-hairpins without significant free energy barriers can be described by a power law relationship.
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