Xiao Ke, Rangamani Padmini
bioRxiv. 2024 Nov 28:2024.11.27.625577. doi: 10.1101/2024.11.27.625577.
Tubular membrane structures are ubiquitous in cells and in the membranes of intracellular organelles such as the Golgi complex and the endoplasmic reticulum. Tubulation plays essential roles in numerous biological processes, including filopodia growth, trafficking, ion transport, and cellular motility. Understanding the fundamental mechanism of the formation of membrane tubes is thus an important problem in the fields of biology and biophysics. Though extensive studies have shown that tubes can be formed due to localized forces acting on the membrane or by the curvature induced by membrane-bound proteins, little is known about how membrane tubes are induced by glycocalyx, a sugar-rich layer at the cell surface. In this work, we develop a biophysical model that combines polymer physics theory and the Canham-Helfrich membrane theory to investigate how the glycocalyx generates cylindrical tubular protrusions on the cell membrane. Our results show that the glycocalyx alone can induce the formation of tubular membrane structures. This tube formation involves a first-order shape transition without any externally applied force or other curvature-inducing mechanisms. We also find that critical values of glycocalyx grafting density and glycopolymer length are needed to induce the formation of tubular structures. The presence of vertical actin force, line tension, and spontaneous curvature reduces the critical grafting density and length of polymer that triggers the formation of membrane tube, which suggests that the glycocalyx makes tube formation energetically more favorable when combined with an actin force, line tension, and spontaneous curvature.
In many cells, the existence of glycocalyx, a thick layer of polymer meshwork comprising proteins and complex sugar chains coating the outside of the cell membrane, regulates the formation of membrane tubes. Here, we propose a theoretical model that combines polymer physics theory and the Canham-Helfrich membrane theory to study the formation of cylindrical tubular protrusions induced by the glycocalyx. Our findings indicate that glycocalyx plays an important role in the formation of membrane tubes. We find that there exists critical grafting density and length of polymer that triggers the formation of membrane tubes, and the glycocalyx-induced tube formation is facilitated when combined with actin forces, line tension, and spontaneous curvature. Our theoretical model has implications for understanding how biological membranes may form tubular structures.
管状膜结构在细胞以及细胞内细胞器(如高尔基体和内质网)的膜中普遍存在。成管作用在众多生物学过程中发挥着重要作用,包括丝状伪足生长、运输、离子转运和细胞运动。因此,了解膜管形成的基本机制是生物学和生物物理学领域的一个重要问题。尽管大量研究表明,膜管可由作用于膜的局部力或膜结合蛋白诱导的曲率形成,但对于富含糖的细胞表面糖萼如何诱导膜管形成却知之甚少。在这项工作中,我们开发了一个生物物理模型,该模型结合了聚合物物理理论和卡恩 - 赫尔弗里希膜理论,以研究糖萼如何在细胞膜上产生圆柱形管状突起。我们的结果表明,仅糖萼就能诱导管状膜结构的形成。这种管形成涉及一级形状转变,无需任何外部施加的力或其他曲率诱导机制。我们还发现,诱导管状结构形成需要糖萼接枝密度和糖聚合物长度的临界值。垂直肌动蛋白力、线张力和自发曲率的存在降低了触发膜管形成的临界接枝密度和聚合物长度,这表明当糖萼与肌动蛋白力、线张力和自发曲率结合时,使管形成在能量上更有利。
在许多细胞中,糖萼(一层由蛋白质和复杂糖链组成的厚聚合物网络,覆盖在细胞膜外部)的存在调节着膜管的形成。在这里,我们提出了一个结合聚合物物理理论和卡恩 - 赫尔弗里希膜理论的理论模型,以研究由糖萼诱导的圆柱形管状突起的形成。我们的研究结果表明,糖萼在膜管形成中起重要作用。我们发现存在触发膜管形成的临界接枝密度和聚合物长度,并且当与肌动蛋白力、线张力和自发曲率结合时,糖萼诱导的管形成会更容易。我们的理论模型对于理解生物膜如何形成管状结构具有重要意义。