Dynamical properties of solid and hydrated collagen: Insight from nuclear magnetic resonance relaxometry.

E. Masiewicz, Farman Ullah, Adrianna Mieloch, J. Godlewski, Danuta Kruk
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Abstract

1H spin-lattice Nuclear Magnetic Resonance relaxometry experiments have been performed for collagen and collagen-based artificial tissues in the frequency range of 10 kHz-20 MHz. The studies were performed for non-hydrated and hydrated materials. The relaxation data have been interpreted as including relaxation contributions originating from 1H-1H and 1H-14N dipole-dipole interactions, the latter leading to Quadrupole Relaxation Enhancement effects. The 1H-1H relaxation contributions have been decomposed into terms associated with dynamical processes on different time scales. A comparison of the parameters for the non-hydrated and hydrated systems has shown that hydration leads to a decrease in the dipolar relaxation constants without significantly affecting the dynamical processes. In the next step, the relaxation data for the hydrated systems were interpreted in terms of a model assuming two-dimensional translational diffusion of water molecules in the vicinity of the macromolecular surfaces and a sub-diffusive motion leading to a power law of the frequency dependencies of the relaxation rates. It was found that the water diffusion process is slowed down by at least two orders of magnitude compared to bulk water diffusion. The frequency dependencies of the relaxation rates in hydrated tissues and hydrated collagen are characterized by different power laws (ωH-β, where ωH denotes the 1H resonance frequency): the first of about 0.4 and the second close to unity.
固态和水合胶原蛋白的动态特性:核磁共振弛豫测定法的启示。
在 10 kHz-20 MHz 频率范围内,对胶原蛋白和基于胶原蛋白的人造组织进行了 1H 自旋晶格核磁共振弛豫测量实验。研究针对非水合和水合材料进行。弛豫数据被解释为包括源自 1H-1H 和 1H-14N 偶极-偶极相互作用的弛豫贡献,后者导致四极弛豫增强效应。1H-1H 松弛贡献被分解为与不同时间尺度的动力学过程相关的项。对非水合和水合体系的参数进行比较后发现,水合会导致偶极弛豫常数的降低,而不会对动力学过程产生显著影响。下一步,水合体系的弛豫数据将根据假定水分子在大分子表面附近的二维平移扩散和导致弛豫速率频率相关性幂律的亚扩散运动模型进行解释。研究发现,与大分子水扩散相比,水扩散过程至少减慢了两个数量级。水合组织和水合胶原中弛豫速率的频率依赖性具有不同的幂律(ωH-β,其中 ωH 表示 1H 共振频率):第一个幂律约为 0.4,第二个幂律接近于 1。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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