The present invention relates generally to RF pulses used in magnetic resonance imaging (MRI) applications, and particularly to a novel scheme for shaping RF pulses for MRI applications.
It is well known to those skilled in the art of MRI that a shaped RF pulse (for example, a pulse with a sine-shaped envelope, as opposed to a square pulse (i.e., a so-called “hard” pulse)) can be useful in exciting signals and echoes from a desired region. For example, during the slice selection phase of a typical MRI sequence, a sinc-like RF pulse is used to excite a slice. An example of such an RF pulse envelope and its spectrum are shown in
It is noted that the pulse shown above has a substantially flat spectrum in the area of interest (e.g., v0 ± 100 KHz , where ν0 is the base frequency, usually chosen as the Larmor frequency of the spins with the gradient turned off). Although the spectrum is flat, if the above pulse is used in an MRI sequence, the magnetization it excites will not follow the spectrum but will be much closer to a Gaussian function. (This Gaussian behavior is pronounced if the flip angle is large, such as for a refocusing (180°) pulse.) This occurs because of so-called off-resonance effects which imply that the tip angle of the magnetization is proportional to the integral of the pulse only for spins on-resonance; spins that are off-resonance will rotate around an axis that has both transverse and longitudinal components, spoiling the simple relationship between pulse angle and pulse area. To overcome this (i.e., to excite a more square profile), the pulse spectrum can be shaped. One well-known algorithm for this is the so-called SLR (Shinnar-Le Roux) algorithm. In this case, the spectrum deviates from the flat shape shown above. The frequency profile is chosen to meet some user-supplied profile (typically square) as best can be, given the constraints of time and bandwidth available.
In the CLEAR SIGHT system of Clear Cut Medical Ltd., excised tissue is examined via a CPMG (Carr-Purcell-Meiboom-Gill) sequence in the presence of a strong magnetic field with a strong gradient.
In the prior art version of the CLEAR SIGHT system, RF pulses with a (truncated) sinc envelope with a substantially flat spectrum are used. However, unlike large MRI systems, which use a substantially uniform B1 field in space, the B1 field of the CLEAR SIGHT system’s transmission antenna is inhomogeneous in space, decreasing in intensity as the distance from the coil increases.
Thus, even if the off-resonance effect described above is ignored, the efficacy of the RF pulse in creating a spin echo needed for the CPMG sequence changes with frequency (i.e., with distance from the coil and across the X-Y plane).
The present invention seeks to provide a novel scheme for shaping RF pulses for MRI applications, as is described in detail hereinbelow.
There is provided in accordance with a non-limiting embodiment of the invention a method for shaping an RF pulse for use with an MRI system, including shaping an RF pulse for use with an MRI system that uses an RF coil, wherein the RF pulse is shaped to reduce changes in B1 amplitude and in an off-resonance effect with respect to Larmor frequency as a function of distance from the RF coil.
The invention is particularly useful to optimize the NMR signal obtained in a CPMG sequence with a spiral shaped RF coil in the presence of a strong linear gradient.
The present invention will be understood and appreciated more fully from the following detailed description, taken in conjunction with the drawings in which:
Reference is now made to
The RF pulse is shaped to overcome two effects:
The invention encompasses different pulses or families of pulses (with amplitude varying as a function of frequency) that optimize the NMR signal obtained in a CPMG sequence with a spiral shaped RF coil in the presence of a strong linear gradient.
Optimization of the pulse may be done by defining the pulse frequency response and testing the efficacy at exciting magnetization using an NMR simulation. A non-limiting way of simulation is that shown in the article by Y. Zur, An algorithm to calculate the NMR signal of an multi spin-echo sequence with relaxation and spin-diffusion, J Magn. Reson. 171 :97-106, 2004. One begins with a flat spectrum as a reference, calculating the B1 pulse (i.e. B1(t)) as the inverse Fourier transform of the specified frequency domain vector. Next one starts to modify the Fourier coefficients, increasing those that are most efficient at spins with lower values of the B1 field (e.g. because they are farther from the antenna). Each time one modifies the spectrum, one calculates the B1 pulse (i.e., B1(t)) as the inverse Fourier transform of the specified frequency domain vector and tests its efficacy at exciting magnetization using an NMR simulation.
The inventors have tested increasing the amplitude vs frequency using various B1 field polynomial models (linear vs offset, quadratic, etc.), and have “tweaked” the amplitude manually at individual frequencies to optimize the performance. In the pulse shown in
Accordingly, the invention uses a pulse whose spectrum is substantially non-flat, to compensate as much as possible for the two factors mentioned above - the change of the B1 field in space and the variation of the Larmor frequency in space.
The use of such an RF pulse can improve the sensitivity of the system, since the spin echo condition will be more closely obeyed at more points in the voxel under study.
Filing Document | Filing Date | Country | Kind |
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PCT/IB2021/052232 | 3/17/2021 | WO |
Number | Date | Country | |
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62992993 | Mar 2020 | US |