Role of nanoparticle geometry in endocytosis

Changjin Huang;Yao Zhang;Hongyan Yuan;华健 高;Sulin Zhang

Pennsylvania State University;Brown University;Harvard University

发表时间:2013-9-11

期 刊:Nano Letters

语 言:English

U R L: http://www.scopus.com/inward/record.url?scp=84884252848&partnerID=8YFLogxK

摘要

Nanoparticles (NPs) hold great promises for targeted disease diagnosis and therapy. Despite considerable progress in biomimetic design of NP-bioconjugates, the roles of NP size and shape in endocytosis are still not fully understood. Using an efficient coarse-grained molecular dynamics (CGMD) model, we simulate receptor-mediated endocytosis of NPs of various sizes and shapes. Our simulations demonstrate that both NP size and shape modulate the kinetics of endocytosis. For spherical NPs, there exists an optimal size at which endocytosis takes the shortest time. For a spherocylindrical NP with the initial upright docking position on the membrane plane, endocytosis proceeds through a laying-down-then-standing-up sequence. A free energy analysis reveals that NP size primarily determines whether endocytosis can complete, while NP shape breaks the symmetry of curvature energy landscape and hence dictates the endocytic pathway and the angle of entry. The findings shed light on the rational design of NP-based diagnostic and therapeutic agents with improved cellular targeting.

关键词

Nanoparticle
cancer therapy
endocytosis
molecular dynamics
shape

相关科学

化学工程
生物工程
化学
工程
机械工程
材料科学
物理学和天文学
凝聚态物理学

文献指纹

化合物

Nanoparticles

Geometry

Biomimetics

Free energy

Molecular dynamics

Membranes

Dynamic models

工程与材料科学

Nanoparticles

Geometry

Biomimetics

Free energy

Molecular dynamics

Membranes

Dynamic models

物理与天文学

nanoparticles

geometry

biomimetics

entry

dynamic models

therapy

free energy

curvature

membranes

molecular dynamics

kinetics

symmetry

simulation

energy

被引量

期刊度量

Scopus度量

年份 CiteScore SJR SNIP
1996
1997
1998
1999
2000
2001
2002 2.42 1.713
2003 3.527 2.092
2004 5.347 2.321
2005 6.833 2.84
2006 7.653 3.188
2007 6.963 2.914
2008 7.649 2.931
2009 7.852 2.87
2010 9.38 3.251
2011 20.1 9.832 3.677
2012 21.3 10.269 3.523
2013 22.6 9.081 3.356
2014 22.5 8.268 3.413
2015 22.9 8.359 3.071
2016 22.4 7.893 2.694
2017 22.4 7.447 2.537
2018 21.2 6.211 2.427
2019 20.5 5.786 2.271
2020 19
2021

相似文献推荐