A General Solution of the Standard Magnetization Transfer Model
β Scribed by Stefan A. Roell; Wolfgang Dreher; Dieter Leibfritz
- Publisher
- Elsevier Science
- Year
- 1998
- Tongue
- English
- Weight
- 188 KB
- Volume
- 132
- Category
- Article
- ISSN
- 1090-7807
No coin nor oath required. For personal study only.
β¦ Synopsis
The standard model of magnetization transfer consists of six
The general solution of the standard model extends its coupled, first-order differential equations which describe a lossless applicability to any experimental procedure. In addition to exchange of magnetization between two sites. The system of differthe cases considered in (12, 13) it allows one to investigate, ential equations is solved semi-analytically in full generality. The e.g., the case of continuous off-resonance irradiation apsolution allows one to model any experiment generating magnetiproaching resonance, or off-resonance effects arising in zation transfer. It is especially useful in investigation spin systems pulsed MT experiments. The extended applicability is particsubjected to pulsed magnetization transfer experiments. α§ 1998 ularly useful for designing MT pulse sequences and for ob-Academic Press serving MT of off-resonance spins by MR spectroscopy (see,
π SIMILAR VOLUMES
The solvability and the absence of a duality gap for the primal and the dual MongeαKantorovich mass-transference programs for arbitrary Hausdorff topological spaces are established.
A projection-operator technique is applied to a general threelems remain. Recent efforts have provided methods for incomponent model for magnetization transfer, extending our previcluding an arbitrary lineshape for the CRS ( 14), and includous two-component model [R. S. Adler and H. N. Yeung, J. Mag