Department of Physics, Wake Forest University, Winston-Salem, NC 27109, USA.
J Thromb Haemost. 2010 May;8(5):1030-6. doi: 10.1111/j.1538-7836.2010.03745.x. Epub 2010 Jan 17.
Blood clots perform the mechanical task of stemming the flow of blood.
To advance understanding and realistic modeling of blood clot behavior we determined the mechanical properties of the major structural component of blood clots, fibrin fibers.
We used a combined atomic force microscopy (AFM)/fluorescence microscopy technique to determine key mechanical properties of single crosslinked and uncrosslinked fibrin fibers.
Overall, full crosslinking renders fibers less extensible, stiffer, and less elastic than their uncrosslinked counterparts. All fibers showed stress relaxation behavior (time-dependent weakening) with a fast and a slow relaxation time, 2 and 52 s. In detail, crosslinked and uncrosslinked fibrin fibers can be stretched to 2.5 and 3.3 times their original length before rupturing. Crosslinking increased the stiffness of fibers by a factor of 2, as the total elastic modulus, E(0), increased from 3.9 to 8.0 MPa and the relaxed, elastic modulus, E(infinity), increased from 1.9 to 4.0 MPa upon crosslinking. Moreover, fibers stiffened with increasing strain (strain hardening), as E(0) increased by a factor of 1.9 (crosslinked) and 3.0 (uncrosslinked) at strains epsilon > 110%. At low strains, the portion of dissipated energy per stretch cycle was small (< 10%) for uncrosslinked fibers, but significant (approximately 40%) for crosslinked fibers. At strains > 100%, all fiber types dissipated about 70% of the input energy. We propose a molecular model to explain our data. Our single fiber data can now also be used to construct a realistic, mechanical model of a fibrin network.
血栓起到阻止血液流动的机械作用。
为了深入了解并真实模拟血栓的行为,我们测定了血栓主要结构成分——纤维蛋白纤维的力学特性。
我们采用原子力显微镜(AFM)/荧光显微镜联合技术来测定交联和未交联的纤维蛋白纤维的关键力学性能。
总的来说,完全交联使得纤维的可拉伸性、刚性和弹性均小于未交联纤维。所有纤维都表现出应力松弛行为(随时间减弱),具有快(2 s)、慢(52 s)两个松弛时间。具体来说,交联和未交联纤维蛋白纤维在断裂前可分别拉伸至其原始长度的 2.5 倍和 3.3 倍。交联使纤维的刚性提高了两倍,总弹性模量 E(0)从 3.9 MPa 增加到 8.0 MPa,松弛弹性模量 E(infinity)从 1.9 MPa 增加到 4.0 MPa。此外,纤维的刚性随应变增加而增加(应变硬化),交联纤维的 E(0)增加了 1.9 倍(交联纤维)和 3.0 倍(未交联纤维),应变 epsilon > 110%。在低应变下,未交联纤维每拉伸循环耗散的能量比例较小(<10%),但交联纤维的比例较大(约 40%)。在应变>100%时,所有纤维类型的耗散能量约为输入能量的 70%。我们提出了一个分子模型来解释我们的数据。现在,我们的单纤维数据也可用于构建纤维蛋白网络的真实力学模型。