Romero Javier A, Domínguez Gabriela A, Anoardo Esteban
Laboratorio de Relaxometría y Técnicas Especiales (LaRTE), Grupo de Resonancia Magnética Nuclear, FaMAF - Universidad Nacional de Córdoba e IFEG-CONICET, Córdoba, Argentina.
Laboratorio de Relaxometría y Técnicas Especiales (LaRTE), Grupo de Resonancia Magnética Nuclear, FaMAF - Universidad Nacional de Córdoba e IFEG-CONICET, Córdoba, Argentina.
J Magn Reson. 2017 Mar;276:69-77. doi: 10.1016/j.jmr.2017.01.012. Epub 2017 Jan 21.
An important requirement for a gradient coil is that the uniformity of the generated magnetic field gradient should be maximal within the active volume of the coil. For a cylindrical geometry, the radial uniformity of the gradient turns critic, particularly in cases where the gradient-unit has to be designed to fit into the inner bore of a compact magnet of reduced dimensions, like those typically used in fast-field-cycling NMR. In this paper we present two practical solutions aimed to fulfill this requirement. We propose a matrix-inversion optimization algorithm based on the Biot-Savart law, that using a proper cost function, allows maximizing the uniformity of the gradient and power efficiency. The used methodology and the simulation code were validated in a single-current design, by comparing the computer simulated field map with the experimental data measured in a real prototype. After comparing the obtained results with the target field approach, a multiple-element coil driven by independent current sources is discussed, and a real prototype evaluated. Opposed equispaced independent windings are connected in pairs conforming an arrangement of independent anti-Helmholtz units. This last coil seizes 80% of its radial dimension with a gradient uniformity better than 5%. The design also provides an adaptable region of uniformity along with adjustable coil efficiency.
对梯度线圈的一个重要要求是,在其有效体积内所产生的磁场梯度的均匀性应达到最大。对于圆柱形结构,梯度线圈匝数的径向均匀性至关重要,特别是在梯度单元必须设计成能适配尺寸减小的紧凑型磁体的内孔时,例如在快速场循环核磁共振中通常使用的磁体。在本文中,我们提出了两种旨在满足这一要求的实用解决方案。我们提出了一种基于毕奥 - 萨伐尔定律的矩阵求逆优化算法,该算法使用适当的代价函数,可使梯度均匀性和功率效率最大化。通过将计算机模拟的场图与在实际原型中测量的实验数据进行比较,在单电流设计中验证了所使用的方法和模拟代码。在将所得结果与目标场方法进行比较之后,讨论了由独立电流源驱动的多单元线圈,并对一个实际原型进行了评估。相对的等间距独立绕组成对连接,构成独立的反亥姆霍兹单元排列。最后这种线圈在其径向尺寸的80%范围内具有优于5%的梯度均匀性。该设计还提供了一个可调节的均匀性区域以及可调节的线圈效率。