磁共振弥散成像
材料科学
微观结构
核磁共振
扩散
各向异性
部分各向异性
生物医学工程
化学
磁共振成像
物理
医学
光学
放射科
复合材料
热力学
作者
David B. Berry,V. L. Galinsky,Elizabeth Hutchinson,Jean‐Philippe Galons,Samuel R. Ward,Lawrence R. Frank
摘要
Abstract Purpose Preliminary study to determine whether double pulsed field gradient (PFG) diffusion MRI is sensitive to key features of muscle microstructure related to function. Methods The restricted diffusion profile of molecules in models of muscle microstructure derived from histology were systematically simulated using a numerical simulation approach. Diffusion tensor subspace imaging analysis of the diffusion signal was performed, and spherical anisotropy (SA) was calculated for each model. Linear regression was used to determine the predictive capacity of SA on the fiber area, fiber diameter, and surface area to volume ratio of the models. Additionally, a rat model of muscle hypertrophy was scanned using a single PFG and a double PFG pulse sequence, and the restricted diffusion measurements were compared with histological measurements of microstructure. Results Excellent agreement between SA and muscle fiber area ( r 2 = 0.71; p < 0.0001), fiber diameter ( r 2 = 0.83; p < 0.0001), and surface area to volume ratio ( r 2 = 0.97; p < 0.0001) in simulated models was found. In a scanned rat leg, the distribution of these microstructural features measured from histology was broad and demonstrated that there is a wide variance in the microstructural features observed, similar to the SA distributions. However, the distribution of fractional anisotropy measurements in the same tissue was narrow. Conclusions This study demonstrates that SA—a scalar value from diffusion tensor subspace imaging analysis—is highly sensitive to muscle microstructural features predictive of function. Furthermore, these techniques and analysis tools can be translated to real experiments in skeletal muscle. The increased dynamic range of SA compared with fractional anisotropy in the same tissue suggests increased sensitivity to detecting changes in tissue microstructure.
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