1992
DOI: 10.1002/mrm.1910260202
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Design and evaluation of shielded gradient coils

Abstract: Techniques are described for the design of shielded gradient coils for superconducting MRI systems. These design methods are suited for constructing the most efficient gradient coil that meets a specified homogeneity requirement. Tradeoffs in coil design of efficiency with coil size and gap size are discussed. Residual eddy currents from coils constructed with a finite number of wires are calculated and give guidelines for the construction of efficient, whole-body gradient coils.

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Cited by 102 publications
(112 citation statements)
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“…The variables Z i 5 2L n and Z f 5 L n define the initial and the final axial limits ofJ for symmetric gradient coils, where 2L n is the coil length of layer n. Assuming that the radial thickness of the surface is much smaller than the cylindrical radius q n , then the vector current densityJðq; /; zÞ may be described solely in terms of the azimuthal and axial components. Carlson's approach is applied to generate coils of finite length (17). The azimuthal component of the current density for instance can be expressed as a sum of orthonormal functions multiplied by the stream function coefficients a nq (18):…”
Section: Methodology Prediction Of Gradient Coil Pattern Based On Expmentioning
confidence: 99%
“…The variables Z i 5 2L n and Z f 5 L n define the initial and the final axial limits ofJ for symmetric gradient coils, where 2L n is the coil length of layer n. Assuming that the radial thickness of the surface is much smaller than the cylindrical radius q n , then the vector current densityJðq; /; zÞ may be described solely in terms of the azimuthal and axial components. Carlson's approach is applied to generate coils of finite length (17). The azimuthal component of the current density for instance can be expressed as a sum of orthonormal functions multiplied by the stream function coefficients a nq (18):…”
Section: Methodology Prediction Of Gradient Coil Pattern Based On Expmentioning
confidence: 99%
“…Previously, we designed axial magnetic field gradient coils (5) using a multilayer variant of Carlson's harmonic minimization technique (6). Here, the technique is extended to the design and construction of transverse field gradient coils.…”
Section: Introductionmentioning
confidence: 99%
“…These current densities were intended to produce a specified magnetic field over an imaging volume surface. This method was initially to create gradient coils on an infinite coil cylinder; and for those cases with a limited length, an additional apodization technique was used to design a practical solution with a specific loss of gradient linearity [23][24][25][26][27][28][29][30]. The constraint conditions applied to the target functions made the mathematical problem ill conditioned; therefore, a smoothing function [18] or coil design parameter optimization (such as inductance minimization or power loss minimization) [23][24][25][26] had to be added to guarantee convergence.…”
Section: Gradient Coil Design Methodsmentioning
confidence: 99%