Sensitivity estimation in circular and square loops

IF 0.4 4区 化学 Q4 CHEMISTRY, PHYSICAL
Giulio Giovannetti
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引用次数: 1

Abstract

Circular and square loops are the simplest design employed as radiofrequency coils for magnetic resonance applications. Being usually much smaller than the volume coils, these loop coils have higher signal-to-noise ratio (SNR) because they receive noises only from nearby regions. However, they have a relatively poor field homogeneity and, thus, are mainly used as receive coils. In this work, author describes a coil sensitivity estimation method based on a simulator which permits the characterization of loop coils performance, in terms of magnetic field patterns and coil losses, where this last term including conductor, sample, capacitor, radiative and soldering losses. The evaluation of coil sensitivity for circular and square loops was performed at different tuning frequencies usually used in clinical scanner (21, 64, and 128 MHz) and at different distances respect to the coil plane. Simulation data were acquired for circular loop radius between 0.5 and 4 cm and for square loop side sizes between 1 and 8 cm, with the scope of evaluating the loop sizes which maximize the sensitivity in dependence of the penetration depth in the sample region and therefore to design optimized coils for maximizing SNR in MR applications.

圆形和方形回路的灵敏度估计
圆形和方形线圈是最简单的设计,用作磁共振应用的射频线圈。通常比体积线圈小得多,这些环路线圈具有更高的信噪比(SNR),因为它们只接收来自附近区域的噪声。然而,它们的场均匀性相对较差,因此主要用作接收线圈。在这项工作中,作者描述了一种基于模拟器的线圈灵敏度估计方法,该方法可以根据磁场模式和线圈损耗来表征环路线圈的性能,其中最后一个术语包括导体,样品,电容器,辐射和焊接损耗。在临床扫描仪常用的不同调谐频率(21、64和128 MHz)和相对于线圈平面的不同距离下,评估圆形和方形线圈的线圈灵敏度。仿真数据采集于0.5至4厘米的圆形环半径和1至8厘米的方形环边尺寸,其范围是评估在样品区域穿透深度的依赖下,最大限度地提高灵敏度的环尺寸,从而设计出优化的线圈,以最大化MR应用中的信噪比。
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来源期刊
CiteScore
0.90
自引率
0.00%
发文量
12
审稿时长
>12 weeks
期刊介绍: Concepts in Magnetic Resonance Part A brings together clinicians, chemists, and physicists involved in the application of magnetic resonance techniques. The journal welcomes contributions predominantly from the fields of magnetic resonance imaging (MRI), nuclear magnetic resonance (NMR), and electron paramagnetic resonance (EPR), but also encourages submissions relating to less common magnetic resonance imaging and analytical methods. Contributors come from academic, governmental, and clinical communities, to disseminate the latest important experimental results from medical, non-medical, and analytical magnetic resonance methods, as well as related computational and theoretical advances. Subject areas include (but are by no means limited to): -Fundamental advances in the understanding of magnetic resonance -Experimental results from magnetic resonance imaging (including MRI and its specialized applications) -Experimental results from magnetic resonance spectroscopy (including NMR, EPR, and their specialized applications) -Computational and theoretical support and prediction for experimental results -Focused reviews providing commentary and discussion on recent results and developments in topical areas of investigation -Reviews of magnetic resonance approaches with a tutorial or educational approach
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