A large-scale balloon model of confluent cells validates stress inference from geometry.

npj Biological Physics and Mechanics Pub Date : 2026-01-01 Epub Date: 2026-01-07 DOI:10.1038/s44341-025-00031-5
Joseph K Hall, Yuqing Deng, Konstantinos Kontodimas, Hadi Nia, Xaralabos Varelas, Kenneth R Lutchen, Jason Bates, Béla Suki
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Abstract

The mechanical environment surrounding cells influences their behavior. Multiple methods have been developed to measure local mechanics with mechanical perturbation, which is invasive. For sheets of confluent cells, the geometry of the boundaries of the cells can be used to estimate the local membrane tension and internal cell pressure through stress inference (SI), which is image-based and therefore non-invasive. SI is sensitive to noise and has not been validated in a physical system using a direct pressure measurement. We developed a large-scale model of confluent cells using densely-packed balloons with interior pressure sensors to allow for simultaneous measurement of pressure and geometry. We also developed a new SI method which resulted in a correlation coefficient >0.8 with the balloon model, less noise sensitivity in computational models, and measured pressure change in red onion epithelial cells. These results demonstrate the validity and utility of SI in multiscale physical and computational applications.

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融合细胞的大尺度气球模型验证了几何应力推断。
细胞周围的机械环境影响它们的行为。力学摄动是一种具有侵入性的局部力学测量方法。对于融合细胞片,细胞边界的几何形状可以通过应力推断(SI)来估计局部膜张力和细胞内部压力,这是基于图像的,因此是非侵入性的。SI对噪声很敏感,并且尚未在使用直接压力测量的物理系统中得到验证。我们开发了一种大型的融合细胞模型,使用带有内部压力传感器的密集填充气球,可以同时测量压力和几何形状。我们还开发了一种新的SI方法,该方法与气球模型的相关系数为>.8,计算模型的噪声敏感性较低,并且测量了红洋葱上皮细胞的压力变化。这些结果证明了SI在多尺度物理和计算应用中的有效性和实用性。
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