This paper proposes an approach to the design of gradient coils for superconducting magnetic resonance imaging (MRI). The designed method takes use of Fourier series expansions to describe the continuous current density of the coil surface and then employs stream function method to extract the coil patterns. During the numerical simulation, a linear equation is constructed and solved using a Tikhonov regularization scheme. Using this method, the gradient coils with high level of linearity are designed. Our contributions in this paper are to expend the current densities of coils into Fourier series analytically as well as optimize the parameters of regularization from the plotted curve
The design of gradient coils within Magnetic Resonance Imaging equipment is considered. These coil...
Gradient coil temperature is an important concern in the design and construction of MRI scanners. Cl...
Introduction: There are two basic approaches to gradient coil design for MRI. The first is the Fouri...
This paper proposes an approach to the design of gradient coils for superconducting magnetic resonan...
A new method is described for the design of gradient coils for magnetic resonance imaging systems. T...
Existing gradient coil design methods typically require some predetermined surface to be specified u...
This paper presents a new method for the design of gradient coils for Magnetic Resonance Imaging sys...
Based on the target-field method of solving Fredholm integral equations of the first kind, a new app...
In this work a gradient coil design technique is outlined that uses a numerical wave equation soluti...
In a planar, superconducting magnetic resonance imaging (MRI) system, the gradient assembly is place...
Gradient coils are essential components of magnetic resonance imaging (MRI) systems. In this paper, ...
In MRI engineering, regularization techniques can be effectively used to solve ill-posed problems in...
This paper presents a finite difference method for the design of gradient coil in MRI. In this metho...
In Magnetic Resonance Imaging (MRI) equipment, a set of shim coils are designed to generate specific...
Gradient coil design typically involves optimisation of current densities or coil windings on famili...
The design of gradient coils within Magnetic Resonance Imaging equipment is considered. These coil...
Gradient coil temperature is an important concern in the design and construction of MRI scanners. Cl...
Introduction: There are two basic approaches to gradient coil design for MRI. The first is the Fouri...
This paper proposes an approach to the design of gradient coils for superconducting magnetic resonan...
A new method is described for the design of gradient coils for magnetic resonance imaging systems. T...
Existing gradient coil design methods typically require some predetermined surface to be specified u...
This paper presents a new method for the design of gradient coils for Magnetic Resonance Imaging sys...
Based on the target-field method of solving Fredholm integral equations of the first kind, a new app...
In this work a gradient coil design technique is outlined that uses a numerical wave equation soluti...
In a planar, superconducting magnetic resonance imaging (MRI) system, the gradient assembly is place...
Gradient coils are essential components of magnetic resonance imaging (MRI) systems. In this paper, ...
In MRI engineering, regularization techniques can be effectively used to solve ill-posed problems in...
This paper presents a finite difference method for the design of gradient coil in MRI. In this metho...
In Magnetic Resonance Imaging (MRI) equipment, a set of shim coils are designed to generate specific...
Gradient coil design typically involves optimisation of current densities or coil windings on famili...
The design of gradient coils within Magnetic Resonance Imaging equipment is considered. These coil...
Gradient coil temperature is an important concern in the design and construction of MRI scanners. Cl...
Introduction: There are two basic approaches to gradient coil design for MRI. The first is the Fouri...