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MRA acquisition

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2 Pelvis<br />

1.5x0.7x1.5 mm<br />

19 sec<br />

3 Thigh<br />

1.5x0.7x1.4 mm<br />

13 sec<br />

Conflict to current clinical<br />

approaches<br />

4 Proximal Calf<br />

1.5x0.7x1.25 mm<br />

18 sec<br />

A<br />

B<br />

Problem: venous overlay occurring<br />

in step-by-step angiography. C<br />

Solution on a dedicated whole-body<br />

scanner:<br />

First carotids and calves<br />

then abdomen and thighs.<br />

Whole Body <strong>MRA</strong><br />

CM<br />

whole-body MRI System<br />

+ matrix coils<br />

1 Lower Calf/<br />

Forefoot<br />

1.4x0.7x0.9 mm<br />

32 sec / phase<br />

Meissner OA, …, Schoenberg SO. Radiology 2005; 235: 308–318<br />

Pereless FS, et al. Radiology. 2006; 240: 283-290<br />

Kramer H, Schoenberg SO, et al. Radiology 2005; 236: 300-310<br />

Recent studies on whole-body <strong>MRA</strong><br />

Whole-body<br />

<strong>MRA</strong>: 1.5 vs. 3 Tesla<br />

Author<br />

Field<br />

strength<br />

Minimum acquired<br />

resolution [mm]<br />

Accuracy for significant<br />

disease<br />

> 50% (* ≥70%)<br />

Interobserver<br />

variability [κ]<br />

1.5T<br />

Nael 2007<br />

1.5 T<br />

1.1 x 1.0 x 1.8<br />

SN 93%, SP 97%<br />

0.84<br />

Nael 2007<br />

3T<br />

0.87 x 0.94 x 1.0<br />

0.92<br />

Goyen 2006<br />

1.5 T<br />

1.7 x 1.5 x 2.9<br />

wb-<strong>MRA</strong> ready for clinical routine<br />

PPV 100%, NPV?<br />

3T<br />

Hansen 2006<br />

1.5 T<br />

1.76 x 1.76 x 4.0<br />

SN 83%, SP 94%<br />

Fenchel 2006*<br />

1.5 T<br />

1.6 x 1.0 x 1.5<br />

SN 96%, SP 96%<br />

Fenchel 2005*<br />

1.5 T<br />

1.6 x 1.0 x 1.5<br />

SN 96%, SP 95%<br />

0.93<br />

B1-Inhomogeneity<br />

“Move During Scan” MR Angiography @ 3Tesla<br />

=<br />

constructive<br />

=<br />

destructive<br />

RF Coil<br />

Phase<br />

B0=1.5T<br />

λH O = 52 cm<br />

2<br />

Exclusively constructive<br />

Readout<br />

B0=3T<br />

λH O = 26 cm<br />

2<br />

constructive und destructive<br />

interferences<br />

Courtesy of Harald Kramer MD, LMU Munich<br />

Reconstruction: 1. Fourier transform in readout direction<br />

2. Move data in readout direction<br />

3. Fourier transform in phase direction

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