论文标题

折叠蛋白水凝胶的电力法流变学

Power Law Rheology of Folded Protein Hydrogels

论文作者

Aufderhorst-Roberts, Anders, Cussons, Sophie, Brockwell, David J., Dougan, Lorna

论文摘要

折叠的蛋白水凝胶是主要候选物作为可调的生物材料,但目前尚不清楚其机械性能在多大程度上具有介观,而不是分子起源。为了解决这个问题,我们使用多模式流变方法探测了肌肉衍生的蛋白质$ i27_5 $的水凝胶。在多个方案中,水凝胶在线性粘弹性方向上始终显示出具有指数$β= 0.03 $的幂律粘弹性,这表明具有密集的分形中层结构,并具有预测的分形尺寸$ d_f = 2.48 $。在非线性粘弹性状态下,水凝胶经历僵硬和能量耗散,表明折叠蛋白的同时对齐和展开。值得注意的是,这种行为是高度可逆的,因为即使经过多个变形周期,即使在多个变形周期之后,$β$,$ d_f $和粘弹性模量的值也恢复到其平衡值。这突出了以前未透露的粘弹性特性多样性,该特性起源于介质量表。这些考虑因素可能是控制折叠蛋白水凝胶的粘弹性的关键。

Folded protein hydrogels are prime candidates as tuneable biomaterials but it is unclear to what extent their mechanical properties have mesoscopic, as opposed to molecular origins. To address this, we probe hydrogels of the muscle-derived protein $I27_5$, using a multimodal rheology approach. Across multiple protocols, the hydrogels consistently exhibit power-law viscoelasticity in the linear viscoelastic regime with an exponent $β= 0.03$, suggesting a dense fractal meso-structure, with predicted fractal dimension $d_f = 2.48$. In the nonlinear viscoelastic regime, the hydrogel undergoes stiffening and energy dissipation, indicating simultaneous alignment and unfolding of the folded proteins. Remarkably, this behaviour is highly reversible, as the value of $β$, $d_f$ and the viscoelastic moduli return to their equilibrium value, even after multiple cycles of deformation. This highlights a previously unrevealed diversity of viscoelastic properties that originate on the mesoscopic scale. These considerations are likely to be key to controlling the viscoelasticity of folded protein hydrogels.

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