T2 이완시간의 정량적 평가에 있어서 Maximum TE의 설정 범위에 대한 연구: 팬텀연구
Maximum TE Setting Range for Quantitatively Evaluating T2 Relaxation Time : Phantom Study
0
조회
0
다운로드
1
인용
0
참고문헌
키워드
초록
This study aimed to evaluate the range of maximum TE that could measure T2 relaxation time accurately by setting diverse maximum TE with using contrast medium phantoms. Contrast medium phantoms ranging from low to high concentrations were made by using Gadoteridol. The relaxation time and relaxation rate were compared and evaluated by conducting T2 mapping by using reference data based on various TEs and data obtained from different maximum TEs. It was found that accurate T2 relaxation time could be expressed only when the maximum TE over a certain range was used in the section with long T2 relaxation time, such as the low concentration section of saline or gadolinium contrast medium. Therefore, the maximum TE shall be longer than the T2 relation time for accurately maturing the T2 relaxation of a certain tissue or a substance
Abstract
This study aimed to evaluate the range of maximum TE that could measure T2 relaxation time accurately by setting diverse maximum TE with using contrast medium phantoms. Contrast medium phantoms ranging from low to high concentrations were made by using Gadoteridol. The relaxation time and relaxation rate were compared and evaluated by conducting T2 mapping by using reference data based on various TEs and data obtained from different maximum TEs. It was found that accurate T2 relaxation time could be expressed only when the maximum TE over a certain range was used in the section with long T2 relaxation time, such as the low concentration section of saline or gadolinium contrast medium. Therefore, the maximum TE shall be longer than the T2 relation time for accurately maturing the T2 relaxation of a certain tissue or a substance
참고문헌 (18)
- Wang W. C, "Electromagnetic wave theory" (1986), Wiley Online Library
- Wangsness R. K, "Electromagnetic fields. Electromagnetic Fields, 2nd" (1986), Wiley-VCH
- Jones G. P, "pin-lattice relaxation in the rotating frame: weak-collision case", Physical Review (1966)
- McRobbie D. W, "MRI from Picture to Proton" (2017), Cambridge university press
- Vymazal J, "The quantitative relation between T1-weighted and T2-weighted MRI of normal gray matter and iron concentration", Journal of magnetic resonance imaging, 5(5), pp.554~560 (1995)[DOI]
- Stanisz G. J, "T1, T2 relaxation and magnetization transfer in tissue at 3T", Magnetic resonance in medicine, 54(3), pp.507~512 (2005)[DOI]
- Ferreira V. M, "Non-contrast T1-mapping detects acute myocardial edema with high diagnostic accuracy: a comparison to T2-weighted cardiovascular magnetic resonance", Journal of cardiovascular magnetic resonance, 14(1), pp.42~ (2012)
- Crawley, "A comparison of one-shot and recovery methods in T1 imaging", Magnetic resonance in medicine, 7(1), pp.23~34 (1988)
- Drain L. E, "A Direct Method of Measuring nuclear spin-lattice relaxation times", Proceedings of the Physical Society. Section A, 62(5), pp.301~306 (1949)[DOI]
- Hahn E. L, "An accurate nuclear magnetic resonance method for measuring spin-lattice relaxation times", Physical Review, 76(1), pp.145~ (1949)[DOI]
- Tofts P. S, "Towards quantitative measurements of relaxation times and other parameters in the brain", Neuroradiology, 32(5), pp.407~415 (1990)[DOI]
- Tofts P. S, "Methods for quantitative relaxation parameter mapping: measuring T1 and T2", Proc Int Soc Magn Reson Med, pp.1~6 (2009)
- 정현근, "요오드화 조영제가 MR영상에 미치는 신호 변화", 전자공학회논문지, 53(12), pp.131~138 (2016), 대한전자공학회
- Prasad N. G. N, "The estimation of the mean squared error of small-area estimators", Journal of the American statistical association, 85(409), pp.163~171 (1990)[DOI]
- Levinson N, "The Wiener (root mean square) error criterion in filter design and prediction", Studies in Applied Mathematics, 25(1-4), pp.261~278 (1946)
- ManjMn J. V, "MRI denoising using non-local means", Medical image analysis, 12(4), pp.514~523 (2008)
- Haacke E. M, "Magnetic resonance imaging, physical principles and sequence design" (1999), Wiley-Liss
- Langlois S, "MRI geometric distorsion: A simple approach to correcting the effects of non-linear gradient fields", Journal of magnetic resonance imaging, 9, pp.821~831 (1999)[DOI]
