th - 1988 - 51st ENC Conference
th - 1988 - 51st ENC Conference
th - 1988 - 51st ENC Conference
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. r<br />
WED 9:25 ]<br />
A STATIC NMR IMAGE OF A ROTATING OBJECT<br />
S. Matsui,* K. Sekihara, H. Shiono, and H. Kohno<br />
Central Research Laboratory, Hitachi, Ltd.<br />
P.O. Box 2, Kokubunji, Tokyo 185, Japan.<br />
An approach to imaging of a rotating object is described and demonstrated experimentally.<br />
The principle is to apply field gradients such <strong>th</strong>at <strong>th</strong>e N~ signal from <strong>th</strong>e<br />
rotating object observed under <strong>th</strong>e applied gradients results in appropriate scanning<br />
in <strong>th</strong>e spatial frequency domain, or <strong>th</strong>e k space. The scanning pattern must cover <strong>th</strong>e<br />
k space as uniformly as possible. A static image of <strong>th</strong>e rotating object can be obtained<br />
from such a scanning pattern by suitable data processing.<br />
When <strong>th</strong>e whole object is moving, one must consider <strong>th</strong>e field gradients in <strong>th</strong>e<br />
moving object frame, G (t), (not in <strong>th</strong>e laboratory frame, ~R(t)). Then, <strong>th</strong>e signal<br />
scanning pattern in <strong>th</strong>e object-frame k<br />
r<br />
space is<br />
(t) = W gr (t')dt' = Y 0<br />
r<br />
I<br />
Here, D_ is a transformation depending on <strong>th</strong>e object motion. In <strong>th</strong>e case of rotation<br />
about t~e Y axis at an angular frequency~o s, D G is given by<br />
(o t 0<br />
DG= 0 s 1 0 s<br />
t 0 cos ~ t .<br />
-sin ~s s<br />
In our preliminary two-dimensional (x,z) experiment, a gradient sequence in <strong>th</strong>e<br />
laboratory frame, B~(t) = (Go~O t, 0, Go), was applied to obtain a spiral scanning<br />
K<br />
pattern in <strong>th</strong>e object frame, k ~t) = (~G~tsin~ t, 0, Y G^tcos~ t). A phantom,<br />
r u V S<br />
consisting of two water-filled capillaries (~l.5Sand 2 nnn 1.d.), was rotated at 180<br />
Hz. The obtained proton image was consistent wi<strong>th</strong> <strong>th</strong>e dimensions of <strong>th</strong>e phantom.<br />
51