Department of Chemical Engineering, Indian Institute of Technology Bombay, Mumbai400076,India.
Langmuir. 2024 Aug 20;40(33):17590-17600. doi: 10.1021/acs.langmuir.4c01896. Epub 2024 Aug 12.
Curvature is an integral part of the complex tissue architecture across various length scales. Therefore, several models with a patterned curvature in different length scales have been developed to understand the role of this in cellular behavior. At the subcellular scale, wavy patterns have been reported wherein concave and convex grooves are adjacently present. However, the independent effect of continuous subcellular concave and convex shapes has not been reported, mainly owing to the limitations in fabricating such patterns. In this study, we developed continuous concave and convex grooves on polydimethylsiloxane (PDMS) using a (bamboo) leaf as a template. The first (negative) replica from the abaxial side of the bamboo leaf, which imparted concave grooves on PDMS, was subsequently used as a template to fabricate a positive replica of the leaf, resulting in convex grooves of the same size and arrangement as the concave grooves. We examined the influence of the groove curvature on the morphology of bone marrow-derived human mesenchymal stem cells (BM-hMSCs) and skeletal muscle cells (C2C12). BM-hMSCs and C2C12 cells aligned on both concave and convex grooves as compared to the random orientation on a flat substrate. The significant difference was observed in the morphology of both cells, in terms of area, aspect ratio, number, and length of protrusions on concave and convex patterns. We found that the number of protrusions was also dependent on the ratio of cell to pattern length scale for convex-shaped grooves but independent of length scale for concave-shaped grooves. The proliferation of BM-hMSCs was also found to be different on concave and convex shapes. Therefore, this study shows the importance of (1) convex and concave curvatures of the subcellular length scale in cellular response, (2) dependence on the ratio of cell and curvature length scale, and (3) use of natural templates for overcoming fabrication challenges.
曲率是各种长度尺度下复杂组织架构的一个组成部分。因此,已经开发了几种具有不同长度尺度图案曲率的模型,以了解这种曲率在细胞行为中的作用。在亚细胞尺度上,已经报道了波浪形图案,其中凹面和凸面槽相邻存在。然而,由于制造这种图案的限制,连续的亚细胞凹面和凸面形状的独立影响尚未被报道。在这项研究中,我们使用竹叶作为模板在聚二甲基硅氧烷 (PDMS) 上开发了连续的凹面和凸面槽。竹叶的下表面(负面)复制品赋予 PDMS 凹面槽,随后将其用作模板来制造叶片的正复制品,从而形成与凹面槽相同大小和排列的凸面槽。我们研究了槽曲率对骨髓源性人间充质干细胞 (BM-hMSCs) 和骨骼肌细胞 (C2C12) 形态的影响。与在平面基底上的随机取向相比,BM-hMSCs 和 C2C12 细胞在凹面和凸面槽上都排列整齐。在两种细胞的形态方面,观察到显著差异,表现在凹面和凸面图案上的突起的面积、纵横比、数量和长度。我们发现,突起的数量也取决于凸形槽中细胞与图案长度尺度的比例,但凹形槽中则不依赖于长度尺度。还发现 BM-hMSCs 的增殖在凹面和凸面形状上也不同。因此,这项研究表明(1)亚细胞长度尺度的凸面和凹面曲率对细胞反应的重要性,(2)对细胞和曲率长度尺度比例的依赖性,以及(3)使用天然模板克服制造挑战的重要性。