Abstract A method is provided for characterizing the spurious, time-dependent magnetic field gradient response and for compensating therefor. In accordance with the method a small sample object is placed away from the system isocenter where the gradient to be compensated is non-zero. A magnetic field gradient pulse is applied to the sample, followed by the application after a variable time of a 90° radio frequency pulse. The phase of the resulting free induction decay (FID) signal is monitored as a function of total time since the end of the gradient pulse. These data are related to the gradient impulse response and are fit to a set of (e.g., two or three) exponentials by regression techniques wherein an initial estimate is improved in one embodiment by chi-squared minimization of a Taylor's series expansion about the initial estimate point.
A method for magnetic field gradient coil compensation comprising the steps of: (a) positioning an NMR-active sample within a polarizing magnetic field and away from the isocenter of an MR scanner apparatus; (b) applying along at least one axis of said MR scanner apparatus a gradient pulse; (c) irradiating said sample with an RF excitation pulse within a predetermined time following application of said gradient pulse so as to generate an NMR signal; (d) measuring and storing as data the phase of said NMR signal with respect to a reference phase and as a function of the total time since the application of said gradient pulse; (e) calculating the impulse response to said gradient pulse using the stored phase data and storing the same as data; and (f) calculating the values of a compensation circuit which is employed with the gradient coil using the stored impulse response data.
Claim 2
Independent Claim
148 words
A method for magnetic field gradient coil compensation comprising the steps of: (a) positioning an NMR-active sample within a polarizing magnetic field and away from the isocenter of an MR scanner apparatus; (b) applying along at least one axis of said MR scanner apparatus a gradient pulse; (c) irradiating said sample with an RF excitation pulse within a predetermined time following application of said gradient pulse so as to generate an NMR signal; (d) measuring and storing as data the phase of said NMR signal with respect to a reference phase and as a function of the total time since the application of said gradient pulse; (e) calculating the impulse response to said gradient pulse using the stored phase data and storing the same as data; and (f) calculating the values of a compensation circuit which is employed with the gradient coil using the stored impulse response data.
Claim 3
Dependent Claim
76 words
The method as recited in claim 1 in which steps (b) through (d) are repeated a plurality of times to produce a plurality of sets of phase data, each of which sets represent the phase of said NMR signal over a different time interval after the application of said gradient pulse; and the stored phase data over the total time since the application of the gradient pulse is produced by concatenating said sets of phase data.
Claim 4
Dependent Claim
34 words
The method as recited in claim 1 in which steps (a) through (f) are repeated for each axis of the MR scanner along which a magnetic field gradient coil produces a magnetic field gradient.
Claim 5
Dependent Claim
38 words
The method as recited in claim 1 in which the calculation of the values of the compensation circuit recited in step (f) includes a regression technique to fit a plurality of exponentials to the stored impulse response data.