| Literature DB >> 34849443 |
Chad M Hobson, Michael R Falvo1, Richard Superfine2.
Abstract
It is increasingly appreciated that the cell nucleus is not only a home for DNA but also a complex material that resists physical deformations and dynamically responds to external mechanical cues. The molecules that confer mechanical properties to nuclei certainly contribute to laminopathies and possibly contribute to cellular mechanotransduction and physical processes in cancer such as metastasis. Studying nuclear mechanics and the downstream biochemical consequences or their modulation requires a suite of complex assays for applying, measuring, and visualizing mechanical forces across diverse length, time, and force scales. Here, we review the current methods in nuclear mechanics and mechanobiology, placing specific emphasis on each of their unique advantages and limitations. Furthermore, we explore important considerations in selecting a new methodology as are demonstrated by recent examples from the literature. We conclude by providing an outlook on the development of new methods and the judicious use of the current techniques for continued exploration into the role of nuclear mechanobiology.Entities:
Year: 2021 PMID: 34849443 PMCID: PMC8604565 DOI: 10.1063/5.0068126
Source DB: PubMed Journal: APL Bioeng ISSN: 2473-2877
A summary of methods for studying nuclear mechanobiology. Methods within a given class are group by shading.
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Selected advantages and limitations of each class of methods.
| Method class | Advantages | Limitations |
|---|---|---|
| Cantilever | High dynamic range for stress and strain | Single-cell throughput |
| Insensitive to single pN-scale forces | ||
| Simultaneous stress and strain measurements | ||
| Measurement can be conflated when probing nuclei on soft substrates | ||
| Variable strain rates | ||
| Sensitive to chromatin- and lamin-based mechanics | ||
| Capable of ligand specific transduction pathway | ||
| Tweezers | Capable of single pN force measurements | Low dynamic range for stress and strain |
| Simultaneous stress and strain measurements | Single-cell throughput (unless parallelized with permanent magnet) | |
| Highly localized stress application | ||
| Variable stress profiles (twisting vs extension/compression) | ||
| Capable of ligand specific transduction pathway | ||
| Confinement | Single- or multi-cell stress application | Limited to physiological cases related to nuclear confinement |
| Sensitive to lamin-based nuclear mechanics (MA specifically) | ||
| Insensitive to chromatin-based mechanics (MA specifically) | ||
| Useful in studying downstream consequences of nuclear deformation | ||
| Confinement can alter the cytoskeletal organization and cause blebbing. | ||
| Incompatible with isolate | ||
| nuclei (confined migration specifically) | ||
| Environmental | Not physically invasive | Not capable of measuring mechanical forces or material properties alone |
| Useful in mimicking different physiological conditions | ||
| Can be coupled with other methods to measure mechanical forces | Necessitates visualization/microscopy when used alone | |
| High-throughput, multi-cell approach | ||
| Substrate Strain | High dynamic range of strain, frequency, and duration | Limited to lateral strain application |
| High-throughput, multi-cell approach | Generally unable to quantify the magnitude of force applied to each cell | |
| Limited in specificity of strain application | ||
| Useful in studying downstream consequences of mechanical forces | ||
| Suspension | High-throughput, single-cell measurements | Isolating the contribution of the nucleus is nontrivial |
| Variable mechanisms of applying stress | ||
| Limited specificity of strain application | ||
| Substrate does not conflate mechanical measurements | ||
| Cannot be used in conjunction with monolayers and/or tissue samples | ||
| Rapid timescale of nuclear deformation | ||
| Microscopy | Not physically invasive | Subject to all optical aberrations associated with fluorescence microscopy |
| Capable of measuring material properties of nuclei | ||
| Can be used to measure nuclear mechanics | Current debate over the role of water content in measuring elasticity | |
| Can be coupled with external devices to apply specific strains | ||
| Necessitates fluorescence microscopy, which can in turn damage the specimen | ||
| Can be used with various models and layers of complexity |
FIG. 1.Schematic diagram of a linearly elastic solid. A force ( ) is applied to the area ( ) of one face of a linearly elastic solid. This stress ( ) in turn causes a change in length ( ) relative to the initial length of the solid ( ), also known as a strain ( ). The ratio of stress to strain yields the Young's modulus of the elastic solid ( ), a measure of intensive stiffness.
FIG. 2.Considerations in specificity vs throughput. (a) Lammerding et al. used a substrate strain assay to show how A-type lamins and not B-type lamins are relevant for nuclear mechanics. The bar graph shows nuclear strain for LMNA+/+ and LMNA−/− nuclei, highlighting the role of lamin A/C in nuclear strain response. (b) Stephens et al. used dual-pipette micromanipulation to show a nonlinear nuclear force response to stretching, dictated by chromatin and lamins at short and long extensions, respectively. The plot shows nuclear force response as a function of strain, highlighting two regimes of nuclear deformation. (c) Damodaran et al. used a plate compression assay to show that global nuclear compression increases chromatin compaction and represses transcriptional activity. (d) Tajik et al. used twisting magnetic bead manipulation to show how local stretching of chromatin leads to transcriptional upregulation at the site of strain. Images from (a) are reproduced with permission from Lammerding et al., J. Biol. Chem. 281(35), 25768–25780 (2006). Copyright 2006 Authors, licensed under a Creative Commons Attribution (CC BY) license. Images from (b) are reproduced with permission from Stephens et al., Mol. Biol. Cell 28(14), 1984–1996 (2017). Copyright 2017 Authors, licensed under a Creative Commons Attribution (CC BY) license. Images from (c) are reproduced with permission from Damodaran et al., Mol. Biol. Cell 29(25), 3039–3051 (2018). Copyright 2018 Authors, licensed under a Creative Commons Attribution (CC BY) license. Images from (d) are reprinted with permission from Tajik et al., Nat. Mater. 15(12), 1287–1296 (2016). Copyright 2016 Springer Nature Customer Service Center GmbH.
FIG. 3.Considerations in the geometry of nuclear perturbation. (a) Side-view images of a nucleus being compressed by an AFM with a 6 μm diameter beaded tip, as visualized in Hobson et al. (b) Nuclear deformation during an MA experiment, as visualized in Rowat et al. (c) Wang et al. used AFM to show inhibition of the actin cytoskeleton reduced the viscoelastic response of the nucleus. Images show the nucleus (blue) being perturbed via a sharp AFM tip (orange) from above. (d) Neelam et al. used single-pipette micromanipulation to show inhibition of the actin cytoskeleton did not alter the nuclear response to external force. Red and green images and outlines represent nuclear shape before and after stretching with a micropipette. Images from (a) are reproduced with permission from Hobson et al., Mol. Biol. Cell 31(16), 1788–1801 (2020). Copyright 2020 Authors, licensed under a Creative Commons Attribution (CC BY) license. Images from (b) are reproduced with permission from Rowat et al., Biophys J. 91(12), 4649–4664 (2006). Copyright 2006 Elsevier. Images from (c) are republished with permission from Wang et al., J. Cell Sci. 131(13), jcs209627 (2018). Copyright 2018 The Company of Biologists Ltd., Clearance Center, Inc. Images from (d) are reproduced with permission from Neelam et al., Proc. Natl. Acad. Sci. U. S. A. 112(18), 5720–5725 (2015). Copyright 2015 National Academy of Sciences.
FIG. 4.The importance of nuclear deformation parameters. (a) Lomakin et al. used parallel plate compression to study how nuclear confinement upregulates myosin activity. The increase in myosin activity was only observed for nuclear compression to a height of 5 μm, and these myosin levels dynamically increase over the course of minutes. (b) Nava et al. used substrate strain to study force-induced changes in chromatin compaction. At 40% strain, chromatin decompacted after 30 min and steadily recovered over 6 h. At 5% strain, chromatin remained decompacted for the entirety of the experiment. All images are reproduced from their respective publications with permission. Images from (a) are reproduced with permission from Nava et al., Cell 181(4), 800–817 (2020). Copyright 2020 Elsevier. Images from (b) are reproduced from with permission Lomakin et al., Science 370(6514), 310 (2020). Copyright 2020 AAAS.