Meeting Banner
Abstract #2664

Flexible Spatial Encoding Strategies Using Rotating Multipolar Fields for Unconventional MRI Applications

Jason P. Stockmann1, 2, Clarissa Zimmerman3, Matthew S. Rosen, 12, Lawrence L. Wald1

1Athinoula A. Martinos Center for Biomedical Imaging, Department of Radiology, Massachusetts General Hospital, Charlestown, MA, United States; 2Department of Physics, Harvard University, Cambridge, MA, United States; 3Electrical Engineering, Massachusetts Institute of Technology, Cambridge, MA, United States

Recently several encoding strategies have been proposed which use nonlinear spatial encoding magnetic fields (SEMs) to perform projection imaging, exploiting iterative matrix solvers for reconstruction. In the present work, we consider the case of generalized spatial encoding using a rotating multipolar field in the transverse plane, showing how a linear offset field and multiple receive coils can break the symmetry of an arbitrary nonlinear SEM, providing encoding throughout the FOV. This flexible encoding/reconstruction approach relaxes the need for a homogenous B0 field and linear gradient fields, opening the door to new, unconventional MR imaging systems.

Keywords

achieve achieved addition additional aliasing another applications approaches approximate approximated array artifacts audience away axis bandwidth bijective biomedical brain breaking broken burden caused causing channel coil coils combinations common component components constraints convergence cost curvilinear cycles density detail dimensions dominant electrical encoding even expected field fields flatness flexible form frequency future gains general generalize generalized geometric goal gradient hardware harmonic harmonics help hence highly hospital illustrated implies improves improving isotropic issue knoll limited linear looking loop lost mapping maps matrix near need nerve nonlinear object offset open overlaid overlapping parallel particularly performance periphery permits physics possibly power prior problem projecting projections quadratic qualitatively radiology receive reconstruction reconstructions recovers reducing remains remove removes removing require resolution resolved rotated rotates rotating rotation rotations sampled sensitivities several similarity simulate simulated slice spatial spatially spherical strategies support surface switching symmetric symmetry systems target technology term terms though tolerated toward transverse unconventional unique variation varying vector