$B2<;h#M#R(Jangiography$B$K$h$kIA=PG=$N8!F$(J

$B!A7l4IB$1F!J#D#S#A!K$H$NHf3S$+$i!A(J

Evaluation of the indicative quality of lower extremity MR angiography

$B!](Jcompared with MRA and DSA$B!](J


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$B?ALnFX;K!!;3:jCN9n!!2f:JIp;N(J

$B2<@nNIH~!!BgLnN50l(J

SUMMARY

The two-dimensional time of flight method in magnetic resonance angiography (2D-TOF MRA) is said to overestimate the actual area of stenosis.

$B!!!!(JWe made stenosed mimic blood vessels and examined the result (the rate and length of stenosis) bymeasuring with MRA and DSA. Changing flip angles, we executed 2D-TOF MRA of the lower limbs and obtained the most suitable flip angle for it.

( Results )

  1. The most suitable flip angle was 50 degrees for the veins, and 40 degrees for the arteries.
  2. As the area of the mimic stenosis became larger, the rate and length of stenosis measured with MRA was overestimated.
  3. The segmented part of stenosis shown by angiography could be detected equally by MRA.
  4. In clinical cases, we found that the stenosis rate of 2D-TOF MRA was higher than that of angiography, and its length had no regularity in either case.


$B=o!!8@(J

$B!!(JMagnetic Resonance Imaging$B!J0J2<(J $B#M#R(JI$B!K$N1~MQ5;=Q$N0l$D$H$7$F(J Magnetic Resonance angiography$B!J(J $B0J2<(J $B#M#R#A(J $B!K$,$"$j!"$3$N?tG/F,38Fb7l4I$NIA=P$rCf?4$KH/C#$7$F$-$?$,!"6aG/6;It!"J"It!";M;h$J$IA4?H$N7l4I$K1~MQ$5$l$k$h$&$K$J$C$F$-$?(J1)$B!#(J

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$B!!#M#R(JI$B$G$O!"N.B.$r$b$DJ*BN$,$5$^$6$^$J?.9f6/EY$r<($9$,!"A*BrE*$K7lN.$N$_$r2hA|2=$9$k $B!!2<;h(J $B#M#R#A(J $B$N8=CJ3,$K$*$1$kM-MQ@-$K$D$$$F!"#M#R#A$H7l4IB$1F!J#D#S#A(J : Digital Subtra-ction Angiography $B!K$rHf3S8!F$$7$?!#(J



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$B!!Ev1!$G$O!"(J1994$BG/(J $B#37n$K(JGE$B@=(J Signa Adva-ntage$B$,F3F~$5$l(J 7$B7n$^$G$N(J 4‹$Bl;jGb)áA(J663$B7o$N8!::$,9T$J$o$l!"$=$N$&$A2<;h(J $B#M#R#A(J $B$,(J 20$B7o9T$J$o$l$?!#(J

$B!!2<;h(J MRA$B$K$O!"

$B$J$I$N7gE@$,$"$j!":#2s!"2f!9$O(J $B#M#R#A$,69:uIt0L$r2aBgI>2A$9$k$H8@$&LdBjE@$KBP$7$F!"69:uN($H69:uIt$ND9$5$K$D$$$F(J $B#D#S#A$HHf3S8!F$$7$?!#(J $B$^$?!"2<;h$NF0L.$H@EL.$K$*$$$F:GE,;#1F>r7o!"FC$K!!(JFlip angle $B$K$D$$$F$N8!F$$r9T$C$?!#(J



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$B!!;#1F%7!<%1%s%9$O!"(JSPGR (Spoiled Grass)$B$N(J 2D-TOF$BK!$rMQ$$$?!#(J $B!!;HMQ$7$?(JScan Parameters$B$r(JTable 1$B$K<($9!#>INc$K$*$$$F$O!"F0L.$N$_$r;#1F$9$k>l9g!"%9%i%$%9$NHxJ}8~$K3F%9%i%$%9$4$H$K(J SAT (Saturation)$B$r@_$1$k$3$H$K$h$j!"8!=P$9$k7lN.$NJ}8~$rF,HxJ}8~$N$_$H$7!"@EL.?.9f$N>C5n$r9T$J$$F0L.$N$_$rIA=P$7$?8e!":GBg51EYEj1FK!(J (MIP : Maximun Intensity Proje-ction)$BK!$G=hM}$r9T$J$$#3

Table 1 Scan Parameters of Method

Method 1 Method 2 Method 3
Scanning Plane Axial Axial Axial
Flip Angle (deg) 10-90 40 40
TR (ms) 33 33 33-45
TE (ms) 6.9 6.9 6.9-14
FOV (cm) 20x20, 32x2420x20 32x32-24
Matrix 256x256 256x256 256x192-256
Slice Thick. (mm)2.9 2.9 1.5-2.9
NEX 1 1 1

$B#1!%(J Flip angle$B$NJQ2=$K$D$$$F(J

(1) Flow Phantom$B$rMQ$$$?$H$-(J
Fig.1 $B$K<($9MM$K!"Fb7B&U(J8mm$B$N(J tube$B$r2>A[L.4I$H$7$F(J Flow Phantom $B$r:n$j!"Dj>oN.$rMQ$$$F4pACE*
(2) $B2<;hF0L.$H@EL.$N:GE,$J(JFlip angle
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$B!!(JFig.2$B$K<($9MM$K!"Fb7B(J $B&U(J8mm$B$N(J tube$B$K69:u$N0c$&(J $B#3A[L.4I$H$7$F4pACE*/$J$/$9$k$?$aBf7A7?$K$7$?!#$=$7$F3F(J Phantom $B$KKhIC(J 20cm$B$NDj>oN.$GB$1F:^!J(JIopamiron370$B$rLs(J 5$BG\$K4u fig. 2 $BLO5<69:u(J Phantom

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$B!!8!F$$7$?852hA|$r(J Photo.1$B$K<($9!#?.9f6/EY$N7WB,$O!"L\E*7l4I$K4X?4NN0h$r@_Dj$7F0L.$H@EL.$N7lN.?.9f6/EY$rB,Dj$7$?!#(J $B#5Nc$NF0L.$H@EL.$N7lN.?.9f$KBP$7$FAjBP?.9f6/EY$r5a$a$?(J ( Fig.4 )$B!#F0L.$G$O(J 40$B!k!A(J 50$B!,$G%T!<%/$KC#$7!"$=$l0J9_$G$O%W%i%H!<$K$J$C$?!#@EL.$G$O(J 50$B!k!A(J 60$B!,$G%T!<%/$KC#$7!"$=$l0J9_$G$O%W%i%H!<$K$J$C$?!#852hA|$HHf$Y$k$H(J Flip angle $B$,Bg$-$/$J$k$K$D$l!"0LAj%(%s%3!<%IJ}8~$N(J artifact $B$,L\N)$D$h$&$K$J$k$N$G!"(Jartifact$B$,>/$J$/?.9f6/EY$,6/$$(JFlip angle $B$O!"F0L.$N$H$-(J 40$B!k!"@EL.$N$H$-$O(J 50$B!k$,:GE,$J!!(JFlip angle $B$H9M$($i$l$?!#(J
fig. 3 Flow Phantom $B$K$*$1$k(J Flip Angle $B$NJQ2=(J fig. 4 $BF0L.$H@EL.$K$*$1$k(J Flip Angle $B$NJQ2=(J

Photo 1 Filp Angle (a) 10, (b) 40, (c) 45, (d) 90

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$B!!(J3$BPhoto 2 $B69:u(J Phantom $B$K$h$k(J MRA, DSA $B$NHf3S(J

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Table 2 $B69:u(J Phantom $B$K$h$k(J Rate of Stenosis (in % unit)

$B!!(JDSA$B!!(J $B!!(JMRA$B!!(J Phantom
Model-154.385.552.5
Model-261.370.060.0
Model-380.0100 81.0
(2) $B69:u$NHO0O!JD9$5!K$K$D$$$F(J
$B!!(JPhantom $B69:uIt$N

Table 3 $B69:u(J Phantom $B$K$h$k(J Length of Stenosis (in mm unit)

$B!!(JDSA$B!!(J $B!!(JMRA$B!!(J Phantom
Model-114.717.014.0
Model-216.225.016.0
Model-310.819.011.0

$B#3!%>INc$K$*$1$k69:uN($H69:uHO0O$K$D$$$F(J

(1) $B69:uN($K$D$$$F(J
$B!!69:uN($NI>2A$O(J(1)$B!]<0$N(JLength$BK!$rMQ$$$F9T$J$C$?!#69:uN($O(J angiography$B$HHf3S$7$F#M#R#A(J $B$NJ}$,F1Ey$+9bCM$r<($7$?(J (Table4)$B!#(J

Table 4 $B>INc$K$*$1$k(J Rate of Stenosis (in % unit)

Pre PTAPre POST
AngioDSA$B!!(JAngioDSA$B!!(J
Lesion 1100100 5075
Lesion 2 33100 3350
Lesion 3 60 60 2037
Lesion 4100100 4337
(2) $B69:u$NHO0O!JD9$5!K$K$D$$$F(J
$B!!69:u$ND9$5$O!"(J angiography $B$HHf3S$7$F(J $B#M#R#A(J $B$O!">INc$K$h$C$F!"$P$i$D$-$N$"$kCM$r<($7$?(J (Table5)$B!#(J

Table 5 $B>INc$K$*$1$k(J Length of Stenosis (in mm unit)

Pre PTAPre POST
AngioDSA$B!!(JAngioDSA$B!!(J
Lesion 1180132 35 45
Lesion 2 11 8 11 15
Lesion 3 17 15 17 15
Lesion 4114 82114110


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$B!!(JPhantom$B2A$7$F$$$k$3$H$,2r$C$?!#$3$l$O69:u$,$"$k$H69:uItJ,$KHf3SE*N.$l$NB.$$NN0h$,$G$-$k$?$a$G$"$j!"69:uN($,Bg$-$$$[$IB.$$N.B.$K$J$j(Jout flow$B8z2L$G$"$k?.9f6/EY$,Dc2<$9$k$?$a$G$"$k$H9M$($i$l$k!#$^$?!"(J80$B!s69:u$N$H$-(J $B#M#R#A(J $B$G$O(J100$B!s$r<($7$?$N$O9bN.B.$N$?$a!"(JRF$B%Q%k%9$re$K0\F0$7$?0Y$KL5?.9f$r<($7$?$H9M$($i$l$k!#(J
$B!!:#2s$N>INc$K$*$$$F(J MRA$B$G$O!"7l4IB$1F$G8!=P$5$l$?A4$F$N69:uIBJQ$rIA=P$7!"B8:_?GCG$N(J Sensitivity$B$O(J 100$B!s$G$"$C$?!#(J

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Photo 4 $B>INc(J-2 66$B:P!!CK@-!!1&@uBgB\F0L.JD:I(J



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$BJ8!!8%(J

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