Magnetic resonance imaging apparatus and medical image processing apparatus
US-2018372827-A1 · Dec 27, 2018 · US
US11474170B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-11474170-B2 |
| Application number | US-201917256702-A |
| Country | US |
| Kind code | B2 |
| Filing date | Jun 27, 2019 |
| Priority date | Jul 3, 2018 |
| Publication date | Oct 18, 2022 |
| Grant date | Oct 18, 2022 |
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A B 0 -mapping method determines the spatial distribution of a static magnetic field in a pre-selected imaging zone comprising computation of the spatial distribution of a static magnetic field from a spatial distribution of spin-phase accruals between magnetic resonance echo signals from the imaging zone and an estimate of the proton density distribution in the imaging zone. The invention provides the field estimate also in cavities and outside tissue. Also the field estimate of the invention suffers less from so-called phase-wraps.
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The invention claimed is: 1. A B 0 -mapping method for determining spatial distribution of a static magnetic field in a pre-selected imaging zone, the method comprising: computing the spatial distribution of a static magnetic field from a spatial distribution of spin-phase accruals between magnetic resonance echo signals from the imaging zone; and estimating a proton density distribution in the imaging zone by segmenting at least three components, wherein the segmenting involves at least components representing soft-tissue, interstitial voids and air. 2. The B 0 -mapping method of claim 1 , further comprising: computing a phase-estimate magnetic susceptibility distribution that is consistent with a spin-phase accrual distribution; computing a proton-estimate magnetic susceptibility distribution that is consistent with an estimated proton spin density distribution; fitting a final magnetic susceptibility distribution to minimize differences both: (i) between the final magnetic susceptibility distribution and the phase-estimate magnetic susceptibility distribution; and (ii) between the final magnetic susceptibility distribution and the proton-estimate magnetic susceptibility distribution; and computing a spatial distribution of a static magnetic field from the final magnetic susceptibility distribution. 3. The B 0 -mapping method of claim 2 , wherein the computing of the final magnetic susceptibility distribution is done in an iterative procedure, and the iteration is done between constraints of: a minimal difference between the final magnetic susceptibility distribution and the phase-estimate magnetic susceptibly distribution; and a minimal difference between the final magnetic susceptibility distribution and the proton-estimate magnetic susceptibility distribution. 4. The B 0 -mapping method of claim 1 , wherein the segmenting includes components representing silicone, metal and ceramic. 5. The B 0 -mapping method as claimed in claim 3 , further comprising initializing the iterative procedure from an initial estimate of the spatial distribution of the static magnetic field and an accuracy of the spatial distribution of the static magnetic field. 6. The B 0 -mapping method of claim 3 , wherein a self-consistent minimization procedure minimizes differences both: (i) between the final magnetic susceptibility distribution and the phase-estimate magnetic susceptibility distribution; and (ii) between the final magnetic susceptibility distribution and the proton-estimate magnetic susceptibility distribution. 7. A magnetic resonance examination system, comprising: a processor; a tangible, non-transitory computer readable medium that stores instructions, which when executed by the processor, causes the processor to determine spatial distribution of a static magnetic field in a pre-selected imaging zone by: computing the spatial distribution of a static magnetic field from a spatial distribution of spin-phase accruals between magnetic resonance echo signals from the imaging zone; and estimating a proton density distribution in the imaging zone by segmenting at least three components, wherein the segmenting involves at least components representing soft-tissue, interstitial voids and air. 8. The magnetic resonance examination system of claim 7 , wherein the instructions further cause the processor to determine spatial distribution of a static magnetic field in a pre-selected imaging zone by: computing a phase-estimate magnetic susceptibility distribution that is consistent with a spin-phase accrual distribution; computing a proton-estimate magnetic susceptibility distribution that is consistent with an estimated proton spin density distribution, fitting a final magnetic susceptibility distribution to minimize differences both: (i) between the final magnetic susceptibility distribution and the phase-estimate magnetic susceptibility distribution; and (ii) between the final magnetic susceptibility distribution and the proton-estimate magnetic susceptibility distribution; and computing a spatial distribution of a static magnetic field from the final magnetic susceptibility distribution. 9. The magnetic resonance examination system of claim 8 , wherein the computing of the final magnetic susceptibility distribution is done in an iterative procedure, and the iteration is done between constraints of: a minimal difference between the final magnetic susceptibility distribution and the phase-estimate magnetic susceptibly distribution; and a minimal difference between the final magnetic susceptibility distribution and the proton-estimate magnetic susceptibility distribution. 10. The magnetic resonance examination system of claim 7 , wherein the segmenting includes components representing silicone, metal and ceramic. 11. The magnetic resonance examination system of claim 9 , wherein the instructions further cause the processor to determine spatial distribution of a static magnetic field in a pre-selected imaging zone by: initializing the iterative procedure from an initial estimate of the spatial distribution of the static magnetic field and an accuracy of the spatial distribution of the static magnetic field. 12. A B 0 -mapping method for determining spatial distribution of a static magnetic field in a pre-selected imaging zone, the method comprising: computing the spatial distribution of a static magnetic field from a spatial distribution of spin-phase accruals between magnetic resonance echo signals from the imaging zone; estimating a proton density distribution in the imaging zone; computing a phase-estimate magnetic susceptibility distribution that is consistent with a spin-phase accrual distribution; computing a proton-estimate magnetic susceptibility distribution that is consistent with an estimated proton spin density distribution; fitting a final magnetic susceptibility distribution to minimize differences both: (i) between the final magnetic susceptibility distribution and the phase-estimate magnetic susceptibility distribution; and (ii) between the final magnetic susceptibility distribution and the proton-estimate magnetic susceptibility distribution; and computing a spatial distribution of a static magnetic field from the final magnetic susceptibility distribution. 13. The B 0 -mapping method of claim 12 , wherein the computing of the final magnetic susceptibility distribution is done in an iterative procedure, and the iteration is done between constraints of: a minimal difference between the final magnetic susceptibility distribution and the phase-estimate magnetic susceptibly distribution; and a minimal difference between the final magnetic susceptibility distribution and the proton-estimate magnetic susceptibility distribution. 14. The B 0 -mapping method of claim 12 , wherein the estimating the proton density distribution comprises segmenting at most components representing soft-tissue, interstitial voids and air. 15. The B 0 -mapping method as claimed in claim 13 , further comprising initializing the iterative procedure from an initial estimate of the spatial distribution of the static magnetic field and an accuracy of the spatial distribution of the static magnetic field. 16. The B 0 -mapping method of claim 13 , wherein a self-consistent minimization procedure minimizes differences both: (i) between the final magnetic susceptibility distribution and the phase-estimate magnetic susceptibility distribution; and (ii) between the final magnetic susceptibility distribution and the proton-estimate magnetic susceptibility distribution. 17. A magne
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