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Fractional uptake rate revisited -theory and clinical validation
Martin Šámal, Hana Jiskrová, Václav Ptáčník, Daniela Kotalová, Jozef Kubinyi, Vladimír Tesař
First Faculty of Medicine, Charles University Prague and the General University Hospital in Prague
11-14 May 2010 114th International Symposium on Radionuclides in Nephrourology
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11-14 May 2010 14th International Symposium on Radionuclides in Nephrourology 2
Rutland M.Glomerular filtration rate without blood sampling.
Nucl Med Commun 1983; 4:425-433
Rutland M., Que L., Hassan I.M."FUR" - one size suits all.
Eur J Nucl Med 2000; 27:1708-1713
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11-14 May 2010 14th International Symposium on Radionuclides in Nephrourology 3
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11-14 May 2010 14th International Symposium on Radionuclides in Nephrourology 4
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11-14 May 2010 14th International Symposium on Radionuclides in Nephrourology 5
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11-14 May 2010 14th International Symposium on Radionuclides in Nephrourology 10
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11-14 May 2010 14th International Symposium on Radionuclides in Nephrourology 11
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11-14 May 2010 14th International Symposium on Radionuclides in Nephrourology 14
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DPDkPVZFUR sP /)0(/)0(/ ===
FURBSAFURVZ P ´´=´= 1645
BSAZZnorm /73.1´=
BSAFURBSAZnorm /164573.1 ´´´=
FURZnorm ´= 2846
BSAVP ´=1645 Dissmann et al, Klin Wschr, 1971
[%Vp/min]
[ml/min]
[ml/min] - implicitly normalized for body size
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Motivation of the study• is it possible to estimate total (absolute) renal
MAG3 clearance in dynamic renal scintigraphy with better accuracy than that provided by current gamma-camera metods (though not as good as that provided by multiple samples)?
• is it possible to perform better when exploiting better detection techniques and data processing methods?
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The aim of the study• clinical validation of fractional uptake rate (FUR) in
a clinical setting (routine clinical practice)• comparison of FUR with currently used methods for
measurement of renal function (MAG3 clearance)• assessment of accuracy of measurement using
data acquisition in two opposite projections, data analysis in the geometric-mean image, and application of image-procesing procedures minimizing the user's interaction
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Patients• 111 patients (47 men and 64 women)• age 53 ± 18 (15 - 86) years• weight 78 ± 19 (45 - 143) kg• height 168 ± 10 (145 - 192) cm• BMI 27.7 ± 5.93 (17.36 - 51.89)• Cr clearance 46 ± 36 (3 - 155) ml/min• Cr clearance 42 ± 33 (2 - 155) ml/min/1.73m2
• <15 (11), 15-30 (11), 30-60 (16), 60-90 (5), 90< (7)
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Methods
• MAG3 198 ± 26 (145 - 301) MBq2.62 ± 0.45 (1.75 - 3.96) MBq/kg
• EDTA ≤ 3 MBq (n = 58)• blood sampling 40 - 50, 120, and 240 min• dynamic renal study 30 min (10" frames)• images 128 x 128• posterior + anterior proj.• 57Co - flood source (n = 80)
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Transmission measurement
detector 2 detector 1m-= /)/ln( 21 IfID
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Methods• laboratory data (SCr, 24-hrs creatinine clearance)• Cockfroft-Gault & MDRD-abbreviated equations• EDTA - Blaufox et al 1996, Watson JNM 1997,
slope-intercept + Chantler/Brochner-Mortensen• MAG3 - Russell et al 1989• Taylor et al (JNM 1995, Radiology 1997)• fractional uptake rate (FUR) [ml/min]• criteria of agreement - correlation coefficient,
regression coefficients, prediction errors calculated by cross validation
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• 1st sample (120 min) r = 0.82 MAE = 15 ml/min• 2nd sample (240 min) r = 0.89 MAE = 12 ml/min• 1+2 samples r = 0.94 MAE = 9 ml/min
• Cockfroft-Gault r = 0.94 MAE = 9 ml/min• MDRD - abbrev. r = 0.91 MAE = 10 ml/min
r = correlation coefficientMAE = mean absolute error of prediction [ml/min] obtained by cross-validation
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Prediction of creatinine clearance by 51Cr-EDTA and prediction equations
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Prediction of creatinine clearance by 51Cr-EDTA and prediction equations
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24-HRSCR CLEARANCE < 15 ml/min ≥ 15 ml/min < 30 ml/min ≥ 30 ml/min
correlation prediction error r MAE
[ml/min]r MAE
[ml/min]r MAE
[ml/min]r MAE
[ml/min]
EDTA (2 SAMPLES) 0.30 3.86 0.95 8 0.48 6.81 0.94 9
COCKFROFT -GAULT 0.45 3.03 0.92 10 0.76 4.39 0.88 12
MDRD (ABBREVIATED) 0.59 2.75 0.88 12 0.74 4.42 0.82 14
r = correlation coefficient MAE = mean absolute error of prediction obtained by cross-validation [ml/min]
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• Russell et al 1989 r = 0.86 MAE = 12 ml/min• Taylor et al 1995 r = 0.79 MAE = 14 ml/min• Taylor et al 1995 -vbg r = 0.86 MAE = 12 ml/min• FUR [ml/min] r = 0.85 MAE = 12 ml/min• plasma clearance r = 0.83 MAE = 13 ml/minr = correlation coefficientMAE = mean absolute error of prediction [ml/min] obtained by cross-validation
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Prediction of creatinine clearance by MAG3 in-vitro and camera clearance
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Prediction of MAG3 one-sample clearance (Russell et al 1989) by Taylor's method
TAYLOR et al 1995
POSTERIOR PROJECTION GEOMETRIC MEAN
n r MAE n r MAE
no bg subtraction KD & BT estimated 111 0.83 35 111 0.80 42
T & V bg subtracted KD & BT estimated 111 0.91 28 111 0.92 27
T & V sub. Middleton KD estim., BT meas. 111 0.90 30 80 0.95 23
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Prediction of MAG3 one-sample clearance (Russell et al 1989) by Taylor's method
geometric meantissue (lateral) and vascular background subtractedbody thickness estimatedn = 111, r = 0.92, MAE= 27 ml/min
geometric meantissue and vascular background subtracted (Middleton)body thickness measured (flood)n = 80, r = 0.95, MAE = 23 ml/min
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Prediction of MAG3 one-sample clearance (Russell et al 1989) by FUR [ml/min]
FUR [ml/min]POSTERIOR PROJECTION GEOMETRIC MEAN
n r MAE n r MAE
no bg subtraction KD & BT estimated 111 0.88 31 111 0.92 26
T & V bg subtracted KD & BT estimated 109 0.89 31 109 0.93 26
T & V sub. Middleton KD estim., BT meas. 111 0.89 32 80 0.94 25
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Prediction of MAG3 one-sample clearance (Russell et al 1989) by FUR [ml/min]
geometric meantissue (lateral) and vascular background subtractedbody thickness estimatedn = 109, r = 0.92, MAE= 26 ml/min
geometric meantissue and vascular background subtracted (Middleton)body thickness measured (flood)n = 80, r = 0.94, MAE = 25 ml/min
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Distribution of absolute and relative errors of prediction
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FUR [ml/min]
Prediction of MAG3 gamma-camera clearance (Taylor et al 1995) by FUR [ml/min]
MAE = 10 ml/min
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• Taylor et al 1995 - regression equationZ(1-2min)= 17.6 (100 R(1-2min)/D) (BSA/1.73)+2.5
• validated in 69 patients (Taylor et al 1997) in comparison with multiple sample MAG3 plasma clearance (r = 0.80 - 0.98)
• agreement with one-sample plasma clearance (Russell et al 1989) was significantly improved by using geometric-mean data, measured transmission factors for AC, and vascular background subtraction
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Prediction of MAG3 gamma-camera clearance (Taylor et al 1995) by FUR [ml/min]
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• Taylor et al 1995 - regression equationZ(1-2min)= 17.6 (100 R(1-2min)/D) (BSA/1.73)+2.5
• FUR (Rutland 1983, 2000, modification 2007) -physiological modelZ(uptake) = k P(0) / D = Ps(0) / DPs(0) = proportional to the integral of Ps(uptake)integral of Ps(uptake) = R(1-2min)
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Prediction of MAG3 gamma-camera clearance (Taylor et al 1995) by FUR [ml/min]
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Conclusions• mean absolute error of prediction of MAG3
plasma clearance estimated by one-sample method (Russell et al 1989) was23 ml/min (r=0.95) - Taylor 1995, 199724 ml/min (r=0.94) - FUR 1983, 2000, modif. 2007
Possible sources of error:- combined inaccuracy of both types of methods- higher absolute errors of high clearance values
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Conclusions• mean absolute error of prediction of MAG3
plasma clearance estimated by a gamma-camera method (Taylor et al 1995, 1997) was10 ml/min (r=0.99) - FUR(1983,2000,modif. 2007)
Accuracy of both Taylor's method and FUR can be significantly improved by using geometric mean data, measured transmission factors for AC, and vascular background subtraction.
11-14 May 2010 14th International Symposium on Radionuclides in Nephrourology 48
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Conclusions• measurement of MAG3 renal clearance using
gamma camera methods by Taylor 1995 and FUR is sufficiently accurate to provide reliable estimation of total MAG3 renal clearance
• both methods perform equally well• technical and time requirements for introduction
and using either or both the methods in clinical practice including necessary additions (transmission measurements) are minimal
11-14 May 2010 14th International Symposium on Radionuclides in Nephrourology 49