Fluctuations and conformational stability of a membrane patch with curvature inducing inclusions

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Fluctuations and conformational stability of a membrane patch with curvature inducing inclusions. / Pezeshkian, Weria; Ipsen, John H.

I: Soft Matter, Bind 15, Nr. 48, 28.12.2019, s. 9974-9981.

Publikation: Bidrag til tidsskriftTidsskriftartikelForskningfagfællebedømt

Harvard

Pezeshkian, W & Ipsen, JH 2019, 'Fluctuations and conformational stability of a membrane patch with curvature inducing inclusions', Soft Matter, bind 15, nr. 48, s. 9974-9981. https://doi.org/10.1039/c9sm01762c

APA

Pezeshkian, W., & Ipsen, J. H. (2019). Fluctuations and conformational stability of a membrane patch with curvature inducing inclusions. Soft Matter, 15(48), 9974-9981. https://doi.org/10.1039/c9sm01762c

Vancouver

Pezeshkian W, Ipsen JH. Fluctuations and conformational stability of a membrane patch with curvature inducing inclusions. Soft Matter. 2019 dec. 28;15(48):9974-9981. https://doi.org/10.1039/c9sm01762c

Author

Pezeshkian, Weria ; Ipsen, John H. / Fluctuations and conformational stability of a membrane patch with curvature inducing inclusions. I: Soft Matter. 2019 ; Bind 15, Nr. 48. s. 9974-9981.

Bibtex

@article{ec16f64942ee4114b9f3028ebd7b28d7,
title = "Fluctuations and conformational stability of a membrane patch with curvature inducing inclusions",
abstract = "Membranes with curvature inducing inclusions display a range of cooperative phenomena, which can be linked to biomembrane function, e.g. membrane tubulation, vesiculation, softening and spontaneous tension. We investigate how these phenomena are related for a fluctuating, framed membrane through analysis of a descretized membrane model by Monte Carlo simulation techniques. The membrane model is based on a dynamically triangulated surface equipped with non-interacting, up-down symmetry breaking inclusions where only terms coupled linearly to mean-curvature are maintained. We show that the lateral configurational entropy plays a key role for the mechanical properties of the semi-flexible membrane, e.g. a pronounced softening at intermediate inclusion coverages of the membrane and generation of membrane tension. Tensionless framed membranes will remain quasi-flat up to some threshold coverage, where a shape instability occurs with formation of pearling or tubular membranes, which below full coverage is associated with segregation of inclusions between the curved and flat membrane geometries. For inclusions with preference for highly curved membranes the instability appears at dilute inclusion coverages and is accompanied by strong configurational fluctuations.",
keywords = "ELASTIC PROPERTIES, PHASE-SEPARATION, POPC MEMBRANES, MONTE-CARLO, SHAPE, AGGREGATION, DYNAMICS, VESICULATION, VESICLES, TENSION",
author = "Weria Pezeshkian and Ipsen, {John H.}",
year = "2019",
month = dec,
day = "28",
doi = "10.1039/c9sm01762c",
language = "English",
volume = "15",
pages = "9974--9981",
journal = "Soft Matter",
issn = "1744-683X",
publisher = "Royal Society of Chemistry",
number = "48",

}

RIS

TY - JOUR

T1 - Fluctuations and conformational stability of a membrane patch with curvature inducing inclusions

AU - Pezeshkian, Weria

AU - Ipsen, John H.

PY - 2019/12/28

Y1 - 2019/12/28

N2 - Membranes with curvature inducing inclusions display a range of cooperative phenomena, which can be linked to biomembrane function, e.g. membrane tubulation, vesiculation, softening and spontaneous tension. We investigate how these phenomena are related for a fluctuating, framed membrane through analysis of a descretized membrane model by Monte Carlo simulation techniques. The membrane model is based on a dynamically triangulated surface equipped with non-interacting, up-down symmetry breaking inclusions where only terms coupled linearly to mean-curvature are maintained. We show that the lateral configurational entropy plays a key role for the mechanical properties of the semi-flexible membrane, e.g. a pronounced softening at intermediate inclusion coverages of the membrane and generation of membrane tension. Tensionless framed membranes will remain quasi-flat up to some threshold coverage, where a shape instability occurs with formation of pearling or tubular membranes, which below full coverage is associated with segregation of inclusions between the curved and flat membrane geometries. For inclusions with preference for highly curved membranes the instability appears at dilute inclusion coverages and is accompanied by strong configurational fluctuations.

AB - Membranes with curvature inducing inclusions display a range of cooperative phenomena, which can be linked to biomembrane function, e.g. membrane tubulation, vesiculation, softening and spontaneous tension. We investigate how these phenomena are related for a fluctuating, framed membrane through analysis of a descretized membrane model by Monte Carlo simulation techniques. The membrane model is based on a dynamically triangulated surface equipped with non-interacting, up-down symmetry breaking inclusions where only terms coupled linearly to mean-curvature are maintained. We show that the lateral configurational entropy plays a key role for the mechanical properties of the semi-flexible membrane, e.g. a pronounced softening at intermediate inclusion coverages of the membrane and generation of membrane tension. Tensionless framed membranes will remain quasi-flat up to some threshold coverage, where a shape instability occurs with formation of pearling or tubular membranes, which below full coverage is associated with segregation of inclusions between the curved and flat membrane geometries. For inclusions with preference for highly curved membranes the instability appears at dilute inclusion coverages and is accompanied by strong configurational fluctuations.

KW - ELASTIC PROPERTIES

KW - PHASE-SEPARATION

KW - POPC MEMBRANES

KW - MONTE-CARLO

KW - SHAPE

KW - AGGREGATION

KW - DYNAMICS

KW - VESICULATION

KW - VESICLES

KW - TENSION

U2 - 10.1039/c9sm01762c

DO - 10.1039/c9sm01762c

M3 - Journal article

VL - 15

SP - 9974

EP - 9981

JO - Soft Matter

JF - Soft Matter

SN - 1744-683X

IS - 48

ER -

ID: 316753653