首页> 外文期刊>Magnetic resonance in medicine: official journal of the Society of Magnetic Resonance in Medicine >In vivo 1H magnetic resonance imaging and spectroscopy of the rat spinal cord using an inductively-coupled chronically implanted RF coil.
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In vivo 1H magnetic resonance imaging and spectroscopy of the rat spinal cord using an inductively-coupled chronically implanted RF coil.

机译:使用感应耦合的慢性植入射频线圈对大鼠脊髓进行体内1H磁共振成像和光谱分析。

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摘要

An inductively coupled, chronically implanted short-solenoid coil was used to obtain in vivo localized 1H NMR spectra and diffusion-weighted images from a rat spinal cord. A 5 x 8 mm two-turn elliptically shaped solenoid coil was implanted in rats at the site of a T-12 vertebral-level laminectomy. Excitation was achieved solely by a 3 x 3 cm external surface coil, and signal detection was achieved by inductively coupling the external coil to the implanted coil. The image signal-to-noise ratio (SNR) obtained with the inductively-coupled implanted coil was compared with that obtained using a linear or a quadrature external surface coil. The implanted coil provided a gain by over a factor of 3 in SNR. The implanted coil was used to measure localized 1H spectra in vivo at the T13/L1 spinal-cord level within a 1.85 x 1.85 x 4.82 mm (16.5 microL) volume. With 256 averages, a approximately 3-s repetition delay and respiratory gating, a high-quality spectrum was acquired in 13 min. In addition, water translational diffusion was measured in three orthogonal directions using a stimulated-echo imaging sequence, with a short echo time (TE), to produce a quantitative map of diffusion in a rat spinal cord in vivo. Copyright 2001 Wiley-Liss, Inc.
机译:感应耦合的,慢性植入的短电磁线圈用于从大鼠脊髓获得体内定位的1H NMR光谱和扩散加权图像。在大鼠的T-12椎板椎板切除术部位将5 x 8 mm的椭圆形两匝电磁线圈植入大鼠体内。仅通过3 x 3 cm的外表面线圈即可实现激励,而通过将外线圈感应耦合至植入的线圈即可实现信号检测。比较了使用感应耦合注入线圈获得的图像信噪比(SNR)与使用线性或正交外表面线圈获得的图像信噪比(SNR)。植入的线圈的SNR增益超过3倍。植入的线圈用于在1.13 x 1.85 x 4.82毫米(16.5微升)体积的T13 / L1脊髓水平测量体内1H光谱。以256个平均值,大约3 s的重复延迟和呼吸门控,在13分钟内获得了高质量的光谱。另外,使用刺激的回波成像序列以短的回波时间(TE)在三个正交方向上测量了水的平移扩散,以产生体内大鼠脊髓中扩散的定量图。版权所有2001 Wiley-Liss,Inc.

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