Spiral three-dimensional fourier transform NMR scan

• US 5,122,747 A
• Filed: 11/21/1990
• Issued: 06/16/1992
• Est. Priority Date: 11/21/1990
• Status: Expired due to Term

• Current Assignee: Mayo Foundation For Medical Education And Research (Mayo Clinic)
• Original Assignee: Mayo Foundation For Medical Education And Research (Mayo Clinic)
• Inventors: Korin, Hope W., Riederer, Stephen J.
• Primary Examiner(s): Tokar, Michael J.
• Application Number:
  US07/617,105
• Time in Patent Office: 573 Days
• Field of Search: 324/300, 324/307, 324/309, 324/312, 324/308, 128/653 R, 128/653 A
• US Class Current: 324/309
• CPC Class Codes: G01R 33/4822 in three dimensions
• CPC Class Codes: G01R 33/54 Signal processing systems, e.g. using pulse sequences ; Generation or control of pulse sequences; Operator console

Abstract

A 3DFT NMR scan is performed by stepping two phase encoding gradients through a sequence of values to sample all locations in k-space. The gradients are stepped such that k-space is covered by a spiral trajectory that originates at the origin and extends to the periphery of k-space. Alternative embodiments cover k-space with a set of four or eight interleaved spiral trajectories.

Claims

1. A method for acquiring an NMR data set which is employed to reconstruct an image using a Fourier transformation, the steps comprising:

performing an NMR pulse sequence in an NMR system to acquire sample NMR data for the NMR data set, the NMR pulse sequence including a first phase encoding gradient pulse having a magnitude which determines the location of the sample NMR data along a first axis in a two-dimensional k-space, and a second phase encoding gradient pulse having a magnitude which determines the location of the sample NMR data along a second axis in the two-dimensional k-space;

repeating the NMR pulse sequence to acquire sample NMR data for the NMR data set from locations in a region surrounding the origin of said two-dimensional k-space, the magnitudes of said first and second phase encoding gradient pulses being stepped through values such that the location of successive samples forms a spiral trajectory in the two-dimensional k-space.

2. The method as recited in claim 1 in which the trajectory formed by successive samples is a series of interleaved spirals.

3. The method as recited in claim 1 in which the spiral trajectory is formed initially near the origin of k-space and the sampling traverses the spiral trajectory away from the origin during successive samples.

4. A method for acquiring a three-dimensional NMR data set for reconstructing an image using a Fourier transformation, which comprises:

performing a scan comprised of a series of NMR pulse sequences, each NMR pulse sequence including;

producing a first phase encoding gradient pulse having a gradient directed along one of the three dimensions, and having a magnitude which is stepped through a series of values during the scan;

producing a second phase encoding gradient pulse having a gradient directed along a second of said three dimensions, and having a magnitude which is stepped through a series of values during the scan;

producing a read-out gradient pulse having a gradient directed along the third of said three dimensions; and

acquiring an NMR signal for the NMR data set during the production of the read-out gradient;

wherein the series of values through which the magnitudes of the first and second phase encoding pulses are stepped during the scan map out a spiral trajectory in a two-dimensional k-space.

5. The method as recited in claim 4 in which the magnitudes of the first and second phase encoding pulses are stepped through a series of values during the scan which map out a plurality of interleaved spiral trajectories in two-dimensional k-space.

6. The method as recited in claim 5 in which each interleaved spiral trajectory begins near the origin of two-dimensional k-space and the NMR pulse sequence at the beginning of each interleaved spiral trajectory is preceded by a contrast enhancement pulse.

7. The method as recited in claim 4 in which the spiral trajectory mapped out during the scan begins near the origin of the two-dimensional k-space and extends away therefrom during the scan.

8. A method for reducing motion artifacts in a 3 DFT NMR image which comprises:

performing a 3 DFT scan comprised of a series of 3 DFT pulse sequences in which two phase encoding gradients are stepped through values which produce NMR signals that sample a region surrounding the origin of a two-dimensional k-space, such that an area near the origin is sampled initially during the scan and sampling progresses away from the origin as the scan is performed; and

employing a motion artifact suppression technique during an initial portion of the scan during which the area near the origin is sampled.

9. The method as recited in claim 8 in which a human patient is the subject of the scan and the motion artifact suppression technique employed is a breath hold during the initial portion of the scan.

10. The method as recited in claim 8 in which a human patient is the subject of the scan and the motion artifact suppression technique employed is gating the performance of the 3 DFT pulse sequences during the initial portion of the scan such that patient motion is minimized during the sampling of the area near the origin.

11. A method for reducing motion artifacts in a 3 DFT NMR image which comprises:

performing a 3 DFT scan comprised of a series of 3 DFT pulse sequences in which two phase encoding gradients are stepped through values which produce NMR signals that sample a region surrounding the origin of a two-dimensional k-space, such that an area near the origin is sampled initially during the scan and sampling progresses away from the origin as the scan is performed; and

in which the repetition time (TR) of the 3 DFT pulse sequence is set to a maximum value during the sampling of the region surrounding the origin of k-space and the repetition time (TR) of the 3 DFT pulse sequence is shortened as sampling progresses away from the origin.