Comparison of phase-constrained parallel MRI approaches: Analogies and differences
Purpose Phase‐constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this study was to investigate the properties of two different phase‐constrained parallel MRI formulations, namely the standard phase‐constrained...
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| Veröffentlicht in: | Magnetic resonance in medicine Jg. 75; H. 3; S. 1086 - 1099 |
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Blackwell Publishing Ltd
01.03.2016
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| Abstract | Purpose
Phase‐constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this study was to investigate the properties of two different phase‐constrained parallel MRI formulations, namely the standard phase‐constrained approach and the virtual conjugate coil (VCC) concept utilizing conjugate k‐space symmetry.
Methods
Both formulations were combined with image‐domain algorithms (SENSE) and a mathematical analysis was performed. Furthermore, the VCC concept was combined with k‐space algorithms (GRAPPA and ESPIRiT) for image reconstruction. In vivo experiments were conducted to illustrate analogies and differences between the individual methods. Furthermore, a simple method of improving the signal‐to‐noise ratio by modifying the sampling scheme was implemented.
Results
For SENSE, the VCC concept was mathematically equivalent to the standard phase‐constrained formulation and therefore yielded identical results. In conjunction with k‐space algorithms, the VCC concept provided more robust results when only a limited amount of calibration data were available. Additionally, VCC‐GRAPPA reconstructed images provided spatial phase information with full resolution.
Conclusions
Although both phase‐constrained parallel MRI formulations are very similar conceptually, there exist important differences between image‐domain and k‐space domain reconstructions regarding the calibration robustness and the availability of high‐resolution phase information. Magn Reson Med 75:1086–1099, 2016. © 2015 Wiley Periodicals, Inc. |
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| AbstractList | Phase-constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this study was to investigate the properties of two different phase-constrained parallel MRI formulations, namely the standard phase-constrained approach and the virtual conjugate coil (VCC) concept utilizing conjugate k-space symmetry.PURPOSEPhase-constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this study was to investigate the properties of two different phase-constrained parallel MRI formulations, namely the standard phase-constrained approach and the virtual conjugate coil (VCC) concept utilizing conjugate k-space symmetry.Both formulations were combined with image-domain algorithms (SENSE) and a mathematical analysis was performed. Furthermore, the VCC concept was combined with k-space algorithms (GRAPPA and ESPIRiT) for image reconstruction. In vivo experiments were conducted to illustrate analogies and differences between the individual methods. Furthermore, a simple method of improving the signal-to-noise ratio by modifying the sampling scheme was implemented.METHODSBoth formulations were combined with image-domain algorithms (SENSE) and a mathematical analysis was performed. Furthermore, the VCC concept was combined with k-space algorithms (GRAPPA and ESPIRiT) for image reconstruction. In vivo experiments were conducted to illustrate analogies and differences between the individual methods. Furthermore, a simple method of improving the signal-to-noise ratio by modifying the sampling scheme was implemented.For SENSE, the VCC concept was mathematically equivalent to the standard phase-constrained formulation and therefore yielded identical results. In conjunction with k-space algorithms, the VCC concept provided more robust results when only a limited amount of calibration data were available. Additionally, VCC-GRAPPA reconstructed images provided spatial phase information with full resolution.RESULTSFor SENSE, the VCC concept was mathematically equivalent to the standard phase-constrained formulation and therefore yielded identical results. In conjunction with k-space algorithms, the VCC concept provided more robust results when only a limited amount of calibration data were available. Additionally, VCC-GRAPPA reconstructed images provided spatial phase information with full resolution.Although both phase-constrained parallel MRI formulations are very similar conceptually, there exist important differences between image-domain and k-space domain reconstructions regarding the calibration robustness and the availability of high-resolution phase information.CONCLUSIONSAlthough both phase-constrained parallel MRI formulations are very similar conceptually, there exist important differences between image-domain and k-space domain reconstructions regarding the calibration robustness and the availability of high-resolution phase information. Purpose Phase-constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this study was to investigate the properties of two different phase-constrained parallel MRI formulations, namely the standard phase-constrained approach and the virtual conjugate coil (VCC) concept utilizing conjugate k-space symmetry. Methods Both formulations were combined with image-domain algorithms (SENSE) and a mathematical analysis was performed. Furthermore, the VCC concept was combined with k-space algorithms (GRAPPA and ESPIRiT) for image reconstruction. In vivo experiments were conducted to illustrate analogies and differences between the individual methods. Furthermore, a simple method of improving the signal-to-noise ratio by modifying the sampling scheme was implemented. Results For SENSE, the VCC concept was mathematically equivalent to the standard phase-constrained formulation and therefore yielded identical results. In conjunction with k-space algorithms, the VCC concept provided more robust results when only a limited amount of calibration data were available. Additionally, VCC-GRAPPA reconstructed images provided spatial phase information with full resolution. Conclusions Although both phase-constrained parallel MRI formulations are very similar conceptually, there exist important differences between image-domain and k-space domain reconstructions regarding the calibration robustness and the availability of high-resolution phase information. Magn Reson Med 75:1086-1099, 2016. Phase-constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this study was to investigate the properties of two different phase-constrained parallel MRI formulations, namely the standard phase-constrained approach and the virtual conjugate coil (VCC) concept utilizing conjugate k-space symmetry. Both formulations were combined with image-domain algorithms (SENSE) and a mathematical analysis was performed. Furthermore, the VCC concept was combined with k-space algorithms (GRAPPA and ESPIRiT) for image reconstruction. In vivo experiments were conducted to illustrate analogies and differences between the individual methods. Furthermore, a simple method of improving the signal-to-noise ratio by modifying the sampling scheme was implemented. For SENSE, the VCC concept was mathematically equivalent to the standard phase-constrained formulation and therefore yielded identical results. In conjunction with k-space algorithms, the VCC concept provided more robust results when only a limited amount of calibration data were available. Additionally, VCC-GRAPPA reconstructed images provided spatial phase information with full resolution. Although both phase-constrained parallel MRI formulations are very similar conceptually, there exist important differences between image-domain and k-space domain reconstructions regarding the calibration robustness and the availability of high-resolution phase information. Purpose Phase-constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this study was to investigate the properties of two different phase-constrained parallel MRI formulations, namely the standard phase-constrained approach and the virtual conjugate coil (VCC) concept utilizing conjugate k-space symmetry. Methods Both formulations were combined with image-domain algorithms (SENSE) and a mathematical analysis was performed. Furthermore, the VCC concept was combined with k-space algorithms (GRAPPA and ESPIRiT) for image reconstruction. In vivo experiments were conducted to illustrate analogies and differences between the individual methods. Furthermore, a simple method of improving the signal-to-noise ratio by modifying the sampling scheme was implemented. Results For SENSE, the VCC concept was mathematically equivalent to the standard phase-constrained formulation and therefore yielded identical results. In conjunction with k-space algorithms, the VCC concept provided more robust results when only a limited amount of calibration data were available. Additionally, VCC-GRAPPA reconstructed images provided spatial phase information with full resolution. Conclusions Although both phase-constrained parallel MRI formulations are very similar conceptually, there exist important differences between image-domain and k-space domain reconstructions regarding the calibration robustness and the availability of high-resolution phase information. Magn Reson Med 75:1086-1099, 2016. © 2015 Wiley Periodicals, Inc. Purpose Phase‐constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this study was to investigate the properties of two different phase‐constrained parallel MRI formulations, namely the standard phase‐constrained approach and the virtual conjugate coil (VCC) concept utilizing conjugate k‐space symmetry. Methods Both formulations were combined with image‐domain algorithms (SENSE) and a mathematical analysis was performed. Furthermore, the VCC concept was combined with k‐space algorithms (GRAPPA and ESPIRiT) for image reconstruction. In vivo experiments were conducted to illustrate analogies and differences between the individual methods. Furthermore, a simple method of improving the signal‐to‐noise ratio by modifying the sampling scheme was implemented. Results For SENSE, the VCC concept was mathematically equivalent to the standard phase‐constrained formulation and therefore yielded identical results. In conjunction with k‐space algorithms, the VCC concept provided more robust results when only a limited amount of calibration data were available. Additionally, VCC‐GRAPPA reconstructed images provided spatial phase information with full resolution. Conclusions Although both phase‐constrained parallel MRI formulations are very similar conceptually, there exist important differences between image‐domain and k‐space domain reconstructions regarding the calibration robustness and the availability of high‐resolution phase information. Magn Reson Med 75:1086–1099, 2016. © 2015 Wiley Periodicals, Inc. PurposePhase‐constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this study was to investigate the properties of two different phase‐constrained parallel MRI formulations, namely the standard phase‐constrained approach and the virtual conjugate coil (VCC) concept utilizing conjugate k‐space symmetry.MethodsBoth formulations were combined with image‐domain algorithms (SENSE) and a mathematical analysis was performed. Furthermore, the VCC concept was combined with k‐space algorithms (GRAPPA and ESPIRiT) for image reconstruction. In vivo experiments were conducted to illustrate analogies and differences between the individual methods. Furthermore, a simple method of improving the signal‐to‐noise ratio by modifying the sampling scheme was implemented.ResultsFor SENSE, the VCC concept was mathematically equivalent to the standard phase‐constrained formulation and therefore yielded identical results. In conjunction with k‐space algorithms, the VCC concept provided more robust results when only a limited amount of calibration data were available. Additionally, VCC‐GRAPPA reconstructed images provided spatial phase information with full resolution.ConclusionsAlthough both phase‐constrained parallel MRI formulations are very similar conceptually, there exist important differences between image‐domain and k‐space domain reconstructions regarding the calibration robustness and the availability of high‐resolution phase information. Magn Reson Med 75:1086–1099, 2016. © 2015 Wiley Periodicals, Inc. |
| Author | Neumann, Daniel Blaimer, Martin Jakob, Peter M. Kannengiesser, Stephan Breuer, Felix A. Heim, Marius |
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Phase‐constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of... Phase-constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this study... Purpose Phase-constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of... PurposePhase‐constrained parallel MRI approaches have the potential for significantly improving the image quality of accelerated MRI scans. The purpose of this... |
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| SubjectTerms | Algorithms Analogies Calibration conjugate symmetry Conjugates ESPIRiT Formulations GRAPPA Image processing Image Processing, Computer-Assisted - methods Image quality Image reconstruction Magnetic resonance imaging Magnetic Resonance Imaging - instrumentation Magnetic Resonance Imaging - methods Mathematical analysis parallel MRI phase-constrained reconstruction Robustness (mathematics) Signal Processing, Computer-Assisted virtual coil |
| Title | Comparison of phase-constrained parallel MRI approaches: Analogies and differences |
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