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Title: Rotating-frame gradient fields for magnetic resonance imaging and nuclear magnetic resonance in low fields

Patent ·
OSTI ID:1117841

A system and method for Fourier encoding a nuclear magnetic resonance (NMR) signal is disclosed. A static magnetic field B.sub.0 is provided along a first direction. An NMR signal from the sample is Fourier encoded by applying a rotating-frame gradient field B.sub.G superimposed on the B.sub.0, where the B.sub.G comprises a vector component rotating in a plane perpendicular to the first direction at an angular frequency .omega.in a laboratory frame. The Fourier-encoded NMR signal is detected.

Research Organization:
Lawrence Berkeley National Laboratory (LBNL), Berkeley, CA (United States)
Sponsoring Organization:
USDOE
DOE Contract Number:
AC02-05CH11231
Assignee:
The Regents of the University of California (Oakland, CA)
Patent Number(s):
8,633,693
Application Number:
12/594,341
OSTI ID:
1117841
Resource Relation:
Patent File Date: 2008 Apr 02
Country of Publication:
United States
Language:
English

References (16)

Spin imaging in solids using synchronously rotating field gradients and samples patent November 1981
Nuclear magnetic resonance detector patent October 1984
NMR imaging method patent February 1988
Method and apparatus for measuring the NMR spectrum of an orientationally disordered sample patent November 1990
NMR/MRI with hyperpolarized gas and high Tc SQUID patent December 2000
Enhancement of NMR and MRI in the presence of hyperpolarized noble gases patent July 2002
Functionalized active-nucleus complex sensor patent November 2003
Method and apparatus for high resolution ex-situ NMR spectroscopy patent January 2004
Enhancement of NMR and MRI in the presence of hyperpolarized noble gases patent November 2004
SQUID detected NMR and MRI at ultralow fields patent April 2005
Magnetic resonance imaging apparatus and method wherein streak artifacts are minimized in modular k-space scanning patent July 2007
Low field magnetic resonance imaging patent July 2010
Unidirectional magnetic-field gradients and geometric-phase errors during Fourier encoding using orthogonal ac fields journal August 2006
New approaches to NMR imaging in a rotating field gradient journal April 1989
Theory of MRI in the presence of zero to low magnetic fields and tensor imaging field gradients journal September 2006
Image artifacts in very low magnetic field MRI: The role of concomitant gradients journal June 2005

Cited By (1)

Measurement device and measurement method patent November 2014

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