ArticleJournal of biological physics2017
Semi-classical statistical description of Fröhlich condensation.
Article in Journal of biological physics, 2017. The graph could read no effect estimate from its abstract, so it casts no vote on the map. Cited by 4 papers.
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4 citing papers in PubMed.
- Examining the origins of observed terahertz modes from an optically pumped atomistic model protein in aqueous solution.PNAS nexus · 2023Article
- Probing the existence of non-thermal Terahertz radiation induced changes of the protein solution structure.Scientific reports · 2021Article
- Cellular effects of terahertz waves.Journal of biomedical optics · 2021Review
- Clustering of atomic displacement parameters in bovine trypsin reveals a distributed lattice of atoms with shared chemical properties.Scientific reports · 2019Article
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1 author.
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Abstract
Fröhlich's model equations describing phonon condensation in open systems of biological relevance are reinvestigated within a semi-classical statistical framework. The main assumptions needed to deduce Fröhlich's rate equations are identified and it is shown how they lead us to write an appropriate form for the corresponding master equation. It is shown how solutions of the master equation can be numerically computed and can highlight typical features of the condensation effect. Our approach provides much more information compared to the existing ones as it allows to investigate the time evolution of the probability density function instead of following single averaged quantities. The current work is also motivated, on the one hand, by recent experimental evidences of long-lived excited modes in the protein structure of hen-egg white lysozyme, which were reported as a consequence of the condensation effect, and, on the other hand, by a growing interest in investigating long-range effects of electromagnetic origin and their influence on the dynamics of biochemical reactions.
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