Introduction
Fig.1 Biophysical characteristics of human tissues. (a) Nanoscale structures displayed in various tissues. The arrows indicate various nanostructures. (Reproduced with permission from Ref. [6] for the graphical illustrations and scanning electron microscope (SEM) micrographs of bone, nerve, and skin. The graphical illustration and SEM micrographs of the alveolar interstitium are reproduced from Refs. [7] and [8], respectively) (b) Stiffness of human tissues. The fibrotic tissues become stiffer than those in normal conditions. (Reproduced with permission from Ref. [15]) |
Biophysical regulation of cell phenotype and function
Stiffness cues
Fig.2 Substrate stiffness affects cell differentiation. (a) Cell culture substrates with a variety of stiffnesses. (b) Relationship between stem cell differentiation and substrate stiffness; each symbol represents one cell type. PEG: poly(ethylene glycol); PCL: polycaprolactone; rMSC: rat mesenchymal stem cell; ESC: embryonic stem cell; SMC: smooth muscle cell; NSC: neural stem cell; rNSC: rat neural stem cell. |
Stiffness effects
Challenges in delineating stiffness regulation
Nanotopographical cues
Nanotopographical effects
Fig.3 SEM micrographs of human corneal epithelial cells cultured on (a) a smooth silicon oxide substrate and (b–f) nanogratings. On nanogratings that are 70 nm in width, 400 nm in pitch, and 600 nm in depth (b–d), the cell adheres to the top of the nanogratings (b), and aligns along the nanograting direction (c), with filopodia extending along the top of ridges and bottom of grooves (d). In contrast, the cell elongates along nanogratings that are 1900 nm in width, 4000 nm in pitch, and 600 nm in depth (e), with lamellipodia reaching the bottom of the grooves (f). (Reproduced with permission from Ref. [112]) |
Cell sensing of nanotopography
Interwoven substrate nanotopographical and stiffness cues
Fig.4 Interwoven substrate topographical and stiffness effects on cells. (a, b) SEM micrographs of hMSCs on (a) stiff PS and (b) pliant PDMS nanogratings. (c–e) SEM micrographs of hMSCs on PDMS micropillars with heights of (c) 0.97 µm, (d) 6.1 µm, and (e) 12.9 µm. On micropillars that are 0.97 µm in height, hMSCs are well spread in (c), but they display a rounded morphology with prominent microvilli on 12.9 µm pillars in (e). (f) Immunofluorescent images of Chinese hamster ovary (CHO) cells grown on nanogratings with different stiffnesses. Cells are immunostained for actin (red), vinculin (green), and nuclear material (blue). (Parts (a) and (b) are reproduced with permission from Ref. [159], parts (c–e) are reproduced with permission from Ref. [166], and part (f) is reproduced with permission from Ref. [167]) |
Intracellular transduction of biophysical signals
Fig.5 Transmission of biophysical signals from integrin through focal adhesions and the cytoskeleton to the nucleus. ARP: actin-related protein; FAK: focal adhesion kinase; ROCK: Rho-associated protein kinase; TAZ: transcriptional co-activator with PDZ-binding motif; VASP: vasodilator-stimulated phosphoprotein; YAP: yes-associated protein. |
Comparison between biophysical regulations
Similarity between substrate stiffness and nanotopographical modulation
Fig.6 Cell migration on substrates with a step difference in (a, b) stiffness and (c–e) topography. (a) An NIH 3T3 cell migrates from the soft side toward the stiff side of the PAAm gel. (b) An NIH 3T3 cell migrates from the stiff side toward the soft side of the gel. The scale bar is 40 µm. (c) SEM micrograph of a fibroblast cell migrating from the 1 µm (top region) to the 2 µm (bottom region) pillar array. The micropillar densities of the arrays are kept constant. (d) Statistics of cells migrating from a 1 µm array toward a 2 µm array as a function of the spring constant of the 1 µm pillars. Red bars: percentage of cells migrating from the 1 µm array to the 2 µm array. Blue bars: percentage of non-migrated cells. Gray bars: percentage of cells with undefined movement. (e) Statistics of cells migrating from the 2 µm array toward the 1 µm array as a function of the spring constant of the 2 µm pillars. Red bars: percentage of migrated cells on the 2 µm array. Blue bars: percentage of cells migrated toward the 1 µm pillars. Gray bars: percentage of cells with undefined movement. (Parts (a) and (b) are reproduced with permission from Ref. [207] and parts (c–e) are reproduced with permission from Ref. [238]) |
Fig.7 Cellular responses to gradients of (a) substrate stiffness, (b) nanotopography, and (c) gold nanoparticle arrays. (a) Phase contrast image of NIH 3T3 fibroblasts on a hydrogel with a gradient of stiffness. Substrate stiffnesses are given on the top, and the boxed areas are enlarged in panels (i–iii). Panel (iv) shows cell spreading on glass. (b) Upper panels: graphical illustration and SEM micrograph of 1205Lu melanoma cell on the nanopillar gradient. Lower panels: magnified boxed areas showing filopodia structure in the region of denser (blue box) and sparser (red box) pillars. (c) (i) Scheme of the gold nanoparticle array. (ii, iii) SEM micrographs of MC3T3-E1 osteoblasts on the gold nanoparticle array of ~60 nm in spacing. The inset in (iii) shows a close-up of cellular protrusions interacting selectively with the gold nanoparticles. (iv) A 40° tilted view of cellular protrusions interacting with the gold nanoparticles. (v) Cells grown on the gold nanoparticle array with patch spacing from ~50 nm to ~80 nm. The stitched phase-contrast images (top) show cell spreading on the array, and the enlarged boxed areas (bottom) show the cells on areas having ~50 nm, ~60 nm, ~70 nm, and ~80 nm patch spacing. Scale bars: (ii) 500 nm, (iii) 200 nm (inset: 100 nm), (iv) 100 nm, (v) 100 mm. (Part (a) is reproduced with permission from Ref. [239], Part (b) is reproduced with permission from Ref. [241], and Part (c) is reproduced with permission from Ref. [244]) |
Theoretical modeling
Fig.8 A proposed mechanism for mechanosensing-induced cell organization. The local elastic property of the matrix is represented by linear springs with different spring constants K. (a) In an isotropic matrix, all spring constants are the same, the forces generated at different contacts are similar, and the cell does not orient in a specific direction. (b) In an anisotropic matrix, the force generation is favored at the contacts with larger spring constants, leading to cell orientation in the direction of maximal stiffness. (Adapted with permission from Ref. [250]) |