| 摘要 |
A variable density non-Cartesian parallel-imaging method for reconstructing a magnetic resonance (MR) image is provided. In embodiments of the invention, an MR data set is obtained by sampling first and second sampling regions, wherein a first region is sampled with a first sampling density that is higher than a second sampling density of a second region. MR images corrupted by aliasing artifacts are reconstructed from the data obtained with each one of the coil-elements of a coil array. These images can be combined into one, de-aliased image using a modified version of Cartesian SENSE. The modification allows all the available k-space lines to be used in the processing, despite the fact that different k-space regions have different sampling densities (i.e. non-Cartesian sampling). Using all available lines is advantageous in terms of signal-to-noise ratio. Advantages of embodiments of the invention over previous methods also able to deal with non-Cartesian sampling schemes may include one or more of simplicity, ease of implementation, not having to fit sensitivities to target functions as part of the reconstruction, fast processing speed and/or the avoidance of possible errors resulting from solving large systems of equations.
|
