Title :
Two- and three-dimensional numerical analysis of gradient and parasitic gradient fields of a three-channel surface gradient coil for magnetic resonance imaging
Author :
Shi, Funan ; Ludwig, Reinhold
Author_Institution :
Dept. of Electr. & Comput. Eng., Worcester Polytech. Inst., MA, USA
fDate :
1/1/1996 12:00:00 AM
Abstract :
For many organ-specific magnetic resonance imaging (MRI) applications, surface gradient coils (SGCs) offer an attractive alternative to the whole-body gradient coils presently employed in MR scanners. This investigation develops a 2D and 3D numerical analysis and design strategy based on the magnetic scalar and vector potentials to obtain the field strength and field linearity within a localized imaging area. It is demonstrated that for a predefined volume of interest, a given planar SGC configuration can achieve up to 80 Gauss/cm magnetic field gradient, which significantly exceeds the 1-3 Gauss/cm of whole-body coils based on the same current excitation of 100 A and inductance employed in typical whole-body instruments. In order to test the accuracy of the authors´ numerical design, a Gy gradient coil was fabricated. It is found that the measured field distribution is in excellent agreement with the authors´ 3D theoretical predictions. Furthermore, this Gy gradient coil was installed in a GE CSI II 2 Tesla 15 cm bore MRI instrument which permits a direct comparison of the image quality with the computer predicted field linearity. Therefore, this numerical modeling approach proves very useful in analyzing and ultimately optimizing planar SGC coils for organ-specific MRI applications
Keywords :
biomedical NMR; biomedical equipment; coils; numerical analysis; 100 A; 15 cm; 2 T; 2D numerical analysis; 3-channel surface gradient coil; 3D numerical analysis; design strategy; field linearity; field strength; magnetic resonance imaging; magnetic scalar potential; medical diagnostic imaging; organ-specific imaging; parasitic gradient field; vector potential; Coils; Gaussian processes; Inductance; Instruments; Linearity; Magnetic field measurement; Magnetic fields; Magnetic resonance imaging; Numerical analysis; Testing;
Journal_Title :
Magnetics, IEEE Transactions on