06.12.2012 Views

th  - 1987 - 51st ENC Conference

th  - 1987 - 51st ENC Conference

th  - 1987 - 51st ENC Conference

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

MF67<br />

MAGNETIC RESONANCE IMAGING WITH PHASE-MODULATED STORED WAVEFORMS<br />

Petra Schmalbrock, *,a Annjia T. Hsu, b<br />

William W. Hunter, Jr. a and Alan G. Marshall, b,c<br />

Dept. of Radiology, a (Dept. of Chemistry, b Dept. of BiochemistryC),<br />

The Ohio State University, Magnetic Resonance Imaging Facility,<br />

1630 Upham Drive, Columbus, OH 43210<br />

Slice location in magnetic resonance imaging is typically achieved<br />

by irradiation wi<strong>th</strong> narrow-bandwid<strong>th</strong> rf pulses in combination wi<strong>th</strong><br />

magnetic field gradients. However, <strong>th</strong>eoretically optimal waveforms<br />

require a large time-domain dynamic range and can perform poorly<br />

experimentally--e.g., impreci se slice definition and T 2 errors in<br />

spin-echo imaging experiments.<br />

Our recently demonstrated Stored W_aveform Inverse F_ourier T_ransform<br />

(SWIFT) technique I can generate any desired spectral profile while<br />

minimizing <strong>th</strong>e dynamic range of its time-domain representation. In <strong>th</strong>is<br />

poster, we report images in which slice selection was achieved wi<strong>th</strong><br />

SWIFT-generated waveforms on a GE 1.5 Tesla Signa ® whole-body imaging<br />

system. Time-domain waveforms were generated by quadratic phase<br />

modulation of a specified discrete excitation magnitude spectrum.<br />

followed by inverse discrete Fourier transformation and apodization to<br />

give a stored time-domain waveform <strong>th</strong>at could <strong>th</strong>en be clocked out via<br />

real-time digital-to-analog conversion to <strong>th</strong>e rf transmitter. SWIFT<br />

waveforms for slice selection will be compared to <strong>th</strong>e usual sin(x)/x<br />

slice-selective pulse and to recent computer simulations by Kunz. 2<br />

[This work was supported by N.S.F. CHE-8218998, General Electric<br />

Company, and The Ohio State University.]<br />

1. Hsu, A. T.; Hunter, W. W.. Jr.; Marshall, A. G.; Schmalbrock, P.; J.<br />

Magn. Reson. (<strong>1987</strong>), in press.<br />

2. Kunz, D.; Magn. Reson. Med._3, 377 (1986).

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!