1995
DOI: 10.1002/mrm.1910330414
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A Velocity k‐Space Analysis of Flow Effects in Echo‐Planar and Spiral Imaging

Abstract: A velocity k-space formalism facilitates the analysis of flow effects for imaging sequences involving time-varying gradients such as echo-planar and spiral. For each sequence, the velocity k-space trajectory can be represented by kv(kr); that is, its velocity-frequency (kv) position as a function of spatial-frequency (kr) position. In an echo-planar sequence, kv is discontinuous and asymmetric. However, in a spiral sequence, kv is smoothly varying, circularly symmetric, and small near the kr origin. To compare… Show more

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Cited by 164 publications
(145 citation statements)
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“…Further work should aim to improve acquisition speed, for example by using a shared reference image (45). The ''swirl'' artefact associated with changing signal during spiral acquisitions (31,43) was visible during the sharp increases in venous blood velocity but was concentrated at a radius of FoV/N (150/4) from the veins being measured and so away from the deep veins of interest. However, anatomical variations may cause these ''swirls'' to lie on vessels of interest where multiple veins are at this distance apart.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…Further work should aim to improve acquisition speed, for example by using a shared reference image (45). The ''swirl'' artefact associated with changing signal during spiral acquisitions (31,43) was visible during the sharp increases in venous blood velocity but was concentrated at a radius of FoV/N (150/4) from the veins being measured and so away from the deep veins of interest. However, anatomical variations may cause these ''swirls'' to lie on vessels of interest where multiple veins are at this distance apart.…”
Section: Discussionmentioning
confidence: 99%
“…An un-gated sequence was developed, using spiral readout gradients due to their advantages for flow imaging (30,31) and greater coverage of k-space per excitation, and velocity-encode preparation, than acquired by a standard Cartesian acquisition. A (1, 1) binomial pulse series for spectral-spatial water excitation (32) was used to avoid exciting the fat signal because of its off-resonance blurring artefact in spiral imaging (33), followed by bipolar velocity encoding gradients (achieving a final through plane V enc ¼ 8.3 cm/s) and the spiral readout gradient (Fig.…”
Section: Non-gated Interleaved Spirals (Isp)mentioning
confidence: 99%
“…Spatial blurring may occur if inplane velocities are present in the voxels of interest, which would be the case for oblique planes. However, spiral trajectories have been shown to provide excellent immunity to flow artifacts compared with other k-space trajectories (e.g., 2DFT, echo-planar imaging), and distortion should be minimal even in the presence of high velocity flow (e.g., stenosis) (32). Spatial blurring due to in-plane flow could potentially be incorporated into the model proposed in Eq.…”
Section: Discussionmentioning
confidence: 99%
“…Spatial blurring due to in-plane flow could potentially be incorporated into the model proposed in Eq. 2, using the formalism introduced by Nishimura et al (32).…”
Section: Discussionmentioning
confidence: 99%
“…The characteristics and appearances of these artifacts are determined by the shape of the trajectory. To have good flow/motion properties, the gradient first moment should be small near the k-space origin, and smoothly varying as a function of the distance to the origin (15,16). In the case of 3DFT, off-resonance manifests as a displacement of the object, since phase accrual is done in the same k-space direction for every readout.…”
Section: K-space Propertiesmentioning
confidence: 99%