MRI Shimming via Virtual Current Plane and Discrete Optimization
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Solution Overview
Problem
Current methods for shimming in MRI systems lack a clear evaluation of homogeneity, making it difficult to select optimal conditions for magnetic field adjustment, as they do not compare ideal and discrete arrangements of iron pieces, leading to suboptimal magnetic field homogeneity.
Innovation Solution
A method involving a computer-supported shimming process that measures magnetic field direction, computes error distribution, and adjusts the arrangement of shimming magnetic bodies to achieve both continuous and discrete corrections, iteratively refining the magnetic field distribution until it meets predefined thresholds.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Manufacturing precision
If iron pieces are arranged in continuous distribution for shimming, then magnetic field homogeneity is improved, but manufacturing complexity and workability deteriorate due to the need for precise continuous positioning
Solution Approach 1:
The patent segments the continuous iron piece distribution into discrete standardized units. Instead of requiring continuous positioning of iron pieces, the invention divides the shimming space into discrete regions where standardized iron pieces can be placed. This segmentation maintains the magnetic field homogeneity benefits of continuous distribution while enabling practical manufacturing and adjustment through discrete, standardized components.
Solution Approach 2:
The patent changes the parameter of iron piece arrangement from continuous spatial distribution to discrete standardized units. By transforming the continuous parameter into discrete standardized parameters, the system achieves both high magnetic field homogeneity and improved workability through standardized components that can be easily manufactured, stored, and positioned.
2Productivity
If discrete standardized iron pieces are used for shimming, then workability and productivity are improved, but magnetic field homogeneity deteriorates compared to ideal continuous arrangement
Solution Approach 1:
The patent segments the shimming space into discrete regions that correspond to the placement locations of standardized iron pieces. By carefully designing the segmentation scheme and the magnetic moment distribution across these discrete regions, the system approximates the ideal continuous distribution, maintaining high magnetic field homogeneity while enabling the use of discrete standardized components for improved productivity.
Solution Approach 2:
The patent transforms the discrete standardized iron piece parameters (position, volume, magnetic moment) to optimize magnetic field homogeneity. Through computational methods, the system determines the optimal parameters for each discrete iron piece arrangement, achieving homogeneity close to ideal continuous shimming while maintaining the productivity benefits of standardized components.
3Loss of time
If shimming computation is performed without comparing continuous and discrete arrangements, then computation time is reduced, but evaluation of optimal shimming conditions deteriorates
Solution Approach 1:
The patent performs preliminary computation for continuous arrangement shimming to establish the ideal target homogeneity level. This preliminary action provides a reference standard that guides the subsequent discrete arrangement optimization, enabling faster computation while maintaining evaluation accuracy by comparing discrete results against the pre-computed continuous ideal.
Solution Approach 2:
The patent implements a feedback mechanism where the continuous arrangement computation results are used to evaluate and guide the discrete arrangement optimization. By feeding back the ideal continuous homogeneity target to the discrete optimization process, the system achieves accurate evaluation of shimming conditions without requiring repeated full-scale continuous computations, thus reducing overall computation time while maintaining precision.
Applied Scientific Principles
This section explains which scientific principles are used to turn an abstract innovation direction into a practical engineering solution.
Function Achieved in This Case
This approach allows for magnetic field adjustments that achieve homogeneity close to ideal shimming conditions, reducing the time required for magnetic field adjustments and improving the accuracy of magnetic field adjustments in MRI systems.
Implementation Method 1
a magnetic field correction mechanism correcting the magnetic field intensity distribution
Data Source
AI summary
In the present invention, a current plane which is virtually disposed and surrounds a measurement position is assumed from magnetic field measurement values, and a current distribution (or magnetic moment distribution) which mimics a measured magnetic field is reproduced with current potentials. This is used to perform shimming calculation by a truncated singular value decomposition method with discrete shim trays that are actually used and ideal virtual continuous shim trays to carry out shimming under conditions for shimming having a uniformity that is close to ideal shimming.


