4.6 Article

Technical Note: Human tissue-equivalent MRI phantom preparation for 3 and 7 Tesla

Journal

MEDICAL PHYSICS
Volume 48, Issue 8, Pages 4387-4394

Publisher

WILEY
DOI: 10.1002/mp.14986

Keywords

high field; MRI phantom; phantoms; physical; quality control; quantitative imaging; analysis; relaxivity; T-1; T-2

Funding

  1. CREAM project - European Commission [612022]
  2. Austrian Science Fund [P 33180]
  3. Vienna Science and Technology Fund [CS18-012]

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The study presents a framework for preparing MRI phantoms with well-defined T-1 and T-2 times at 3 and 7 Tesla, using a polynomial model to represent the data and providing instructions for different tissue types. Results show accurate weight specifications for test objects with desired T-1 and T-2 relaxation times can be obtained based on the equations derived from the study.
Purpose While test objects (phantoms) in magnetic resonance imaging (MRI) are crucial for sequence development, protocol validation, and quality control, studies on the preparation of phantoms have been scarce, particularly at fields exceeding 3 Tesla. Here, we present a framework for the preparation of phantoms with well-defined T-1 and T-2 times at 3 and 7 Tesla. Methods Phantoms with varying concentrations of agarose and Gd-DTPA were prepared and measured at 3 and 7 Tesla using T-1 and T-2 mapping techniques. An empirical, polynomial model was constructed that best represents the data at both field strengths, enabling the preparation of new phantoms with specified combinations of both T-1 and T-2. Instructions for three different tissue types (brain gray matter, brain white matter, and renal cortex) are presented and validated. Results T-1 times in the samples ranged from 698 to 2820 ms and from 695 to 2906 ms, whereas T-2 times ranged from 39 to 227 ms and from 34 to 235 ms for 3 and 7 Tesla scans, respectively. Models for both relaxation times used six parameters to represent the data with an adjusted R-2 of 0.998 and 0.997 for T-1 and T-2, respectively. Conclusion Based on the equations derived from the current study, it is now possible to obtain accurate weight specifications for a test object with desired T-1 and T-2 relaxation times. This will spare researchers the laborious task of trail-and-error approaches in test object preparation attempts.

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