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Original ArticlesAcute Kidney Injury /Acute Renal Failure
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Association of Elevated Urinary Concentration of Renin-Angiotensin System Components and Severe AKI

Joseph L. Alge, Nithin Karakala, Benjamin A. Neely, Michael G. Janech, James A. Tumlin, Lakhmir S. Chawla, Andrew D. Shaw and John M. Arthur
CJASN December 2013, 8 (12) 2043-2052; DOI: https://doi.org/10.2215/CJN.03510413
Joseph L. Alge
*Medical University of South Carolina, Charleston, South Carolina;
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Nithin Karakala
*Medical University of South Carolina, Charleston, South Carolina;
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Benjamin A. Neely
*Medical University of South Carolina, Charleston, South Carolina;
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Michael G. Janech
*Medical University of South Carolina, Charleston, South Carolina;
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James A. Tumlin
†University of Tennessee College of Medicine in Chattanooga, Chattanooga, Tennessee;
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Lakhmir S. Chawla
‡George Washington University, Washington, DC;
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Andrew D. Shaw
§Duke University, Durham, North Carolina;
‖Durham Veterans Affairs Medical Center, Durham, North Carolina; and
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John M. Arthur
*Medical University of South Carolina, Charleston, South Carolina;
¶Ralph H. Johnson Veterans Affairs Medical Center, Charleston, South Carolina
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    Figure 1.

    Univariate receiver-operating characteristic (ROC) curves for the outcome of Acute Kidney Injury Network stage 3 AKI or death. Clinical variables Cleveland Clinic score (A) and percentage increase in serum creatinine (sCr) (B) at the time of sample collection, as well as the biomarkers urinary angiotensinogen-to-creatinine ratio (C) and urinary renin-to-creatinine ratio (D) were tested for the ability to predict the outcome. The diagonal gray line shows the line of identity for between the true-positive (sensitivity) and false-positive (1−specificity) rates of the test and has an area under the ROC curve (AUC) of 0.5. Variables were considered predictive if the AUC was >0.5 and the 95% confidence interval (CI) did not overlap 0.5.

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    Figure 2.

    Urinary angiotensinogen and renin improve prediction of a clinical model for the outcome of Acute Kidney Injury Network stage 3 AKI or death. (A) Receiver-operating characteristic (ROC) curves are shown for the clinical model (includes Cleveland Clinic score and percentage change in serum creatinine at the time of sample collection), the clinical model plus angiotensinogen (uAnCR), and the clinical model plus uAnCR plus urinary renin (uRenCR). ROC curves were considered statistically significant if the 95% CI of the area under the ROC curve (AUC) did not overlap 0.5. (B–E) Scatterplots show the improvement in risk prediction gained by adding (B and C) uAnCR and (D and E) uRenCR to the multivariate clinical model. The diagonal gray line represents the line of identity, which indicates no change in the calculated risk between the model before and after addition of the biomarker. Data points represent the calculated risks for individual patients using the two models being compared. If the data point lies below the line of identity, addition of the biomarker lowers this patient’s calculated risk, whereas if the data point is above the line of identity, the addition of the biomarker increases the calculated risk. Addition of uAnCR to the clinical model resulted in a net lower calculated risk for (B) patients who did not meet the combined outcome (nonevents; category free net reclassification improvement [cfNRI] nonevents, 0.39) and a net higher calculated risk for (C) patients who did meet the outcome (events; cfNRI events, 0.28). Addition of uRenCR to the clinical model plus uAnCR resulted in a net higher calculated risk for (E) patients who met the outcome (events; cfNRI events, 0.44) and a modest net lower risk for (D) patients who did not meet the outcome (nonevents; cfNRI nonevents, 0.11). The integrated sensitivity and specificity plots (F and G) show the improvement in sensitivity and specificity gained by addition of the biomarkers. Addition of uAnCR to the clinical model resulted in a gain of both sensitivity (F) and specificity (G), while addition of uRenCR to the clinical model plus uAnCR increased sensitivity (F) but did not alter specificity (G).

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    Figure 3.

    Classification tree for the outcome of Acute Kidney Injury Network 3 AKI or death. Chi-squared automatic interaction detection (CHAID) was used to grow the classification tree using the following covariates: Cleveland Clinic score, percentage increase in serum creatinine at the time of sample collection, urinary angiotensinogen-to-creatinine ratio (uAnCR), and urinary renin-to-creatinine ratio (uRenCR). Statistical significance was determined using the chi-squared test. Interactions between covariates and the outcome were deemed statistically significant if P<0.05 with Bonferroni correction. Pie charts represent the proportion of patients who met the outcome (events) or not (nonevents) at each node of the tree. The model only used uAnCR and uRenCR to predict the outcome, and so the truncated version of classification tree in Supplemental Figure 1 is shown here. An overall accuracy of 90.2% (misclassification risk estimate ± SEM, 0.132±0.024) was obtained by classifying each patient using the uAnCR and uRenCR cutoffs reported above.

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    Figure 4.

    Receiver-operating characteristic curves (ROCs) for prediction of Acute Kidney Injury Network stage 3 AKI or death. The ROC curves of two multivariate models, a chi-squared automatic interaction detection (CHAID) classification tree, and a multivariate logistic regression model are shown. Both models included four variables: Cleveland clinic score, percentage increase in serum creatinine from baseline that had occurred, urinary angiotensinogen-to-creatinine ratio, and urinary renin-to-creatinine ratio. The ROC curve for the multivariate logistic regression (MLR) is also displayed in Figure 2A, where it is titled clinical model plus uAnCR plus uRenCR. The CHAID classification tree model was the best predictor (P=0.02 compared with the multivariate logistic regression model).

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    Table 1.

    Characteristics of cohort of post–cardiac surgery patients enrolled in study

    CharacteristicAKIN Stage 1 or 2 and SurvivedAKIN Stage 3 or DeathP Value
    Patients (n)17826
    Age (yr)a,b68 (59.0–76.0)65.5 (58.0–79.0)0.97
    Women, % (n)32.6 (58)38.5 (10)0.71
    White, % (n)70.2 (125)69.2 (18)0.9
    Surgical variablesa
     CABG, % (n)46.6 (83)34.6 (9)0.35
     Valve replacement, % (n)28.7 (51)26.9 (7)0.96
     CABG + valve, % (n)16.9 (30)23.1 (6)0.62
     Other, % (n)7.9 (14)15.4 (4)0.37
     Bypass, % (n)86.0 (153)88.5 (23)0.97
     Bypass time (min)b141.0 (83.0–192.0)159.5 (62.0–203.0)0.66
     Collection time (hr postop)b21.8 (19.2–43.0)21.6 (19.2–33.6)0.69
    Serum creatinine (mg/dl)
     Preoperativeb1.1 (0.9–1.3)1.3 (1.0–1.8)0.02
     At collectionb1.6 (1.3–1.9)1.9 (1.6–3.1)<0.001
      Increase at collection (%)b41 (30–56)64 (35–80)0.003
    Outcomes
     Time to maximum creatinine (d)b,c2.0 (1.0–3.0)5.0 (3.75–8.0)<0.001
     Time to discharge or death (d)b,c7.0 (6.0–10.0)14.0 (9.75–24.75)<0.001
     AKIN stage 3, % (n)0 (0)84.6 (22)<0.001
     AKIN stage 3 or death, % (n)0 (0)100 (26)<0.001
     Death, % (n)0 (0)34.6 (9)<0.001
     Renal replacement therapy, % (n)0 (0)50.0 (13)<0.001
    • Statistical significance was determined by the chi-squared test for categorical variables and the Mann-Whitney U test for continuous variables. AKIN, Acute Kidney Injury Network; CABG, coronary artery bypass grafting.

    • ↵a Type of surgery is reported as CABG only, valve replacement only, CABG + valve replacement, and other procedures.

    • ↵b Continuous variables are reported as median (interquartile range).

    • ↵c Days are reported as the number of days after surgery.

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    Table 2.

    Distribution of urinary biomarker concentrations by maximum Acute Kidney Injury Network stage

    VariableAKIN Stage 1AKIN Stage 2AKIN Stage 3P Valuea
    Patients (n)1562622
    uAnCR (ng/mg)29.22 (10.72–82.42)36.39 (14.56–163.54)96.7b (38.23–457.34)0.002
    uRenCR (pg/mg)257.28 (113.88–564.34)406.79 (144.06–922.47)894.71b (335.43–2894.06)0.001
    • Biomarker concentrations are reported as median (interquartile range). AKIN, Acute Kidney Injury Network; uAnCR, urinary angiotensinogen-to-creatinine ratio; uRenCR, urinary renin-to-creatinine ratio.

    • ↵a Kruskal-Wallis test.

    • ↵b P<0.05 in post hoc pairwise comparison with AKIN stage 1 group.

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    Table 3.

    Incremental improvement in prognostic predictive power by addition of angiotensinogen and renin to a clinical model

    Reference ModelNew ModelcfNRIeventsacfNRInoneventsacfNRI (95% CI)aP ValueIDIbP Value
    Clinical modelcClinical modelc + uAnCR0.280.390.67 (0.26 to 1.09)0.0010.060.09
    Clinical modelc + uAnCRClinical modelc +uAnCR +uRenCR0.440.110.55 (0.14 to 0.96)<0.010.010.38
    • cfNRI, category free net reclassification improvement; CI, confidence interval; IDI, integrated discrimination improvement; uAnCR, urinary angiotensinogen-to-creatinine ratio; uRenCR, urinary renin-to-creatinine ratio.

    • ↵a cfNRI is a means of calculating the effect of adding a new variable to a predictive model on the overall accuracy of the model. cfNRI is the sum of cfNRIevents and cfNRInonevents. cfNRIevents and cfNRInonevents are the proportion of patients who met the outcome (events) or those who did not, respectively, which are correctly reclassified by the new model minus the proportion of patients who are incorrectly reclassified. Correct reclassification is defined as a calculated risk of meeting the outcome that is higher for events and lower for nonevents compared with the reference model. If all events and nonevents were correctly reclassified, the cfNRIevents and cfNRInonevents would be +1, and the cfNRI would be 2.

    • ↵b IDI is a means of quantifying the effect of addition of a new variable to a predictive model on the magnitude of the change in the difference between the average calculated risk of patients who met the outcome compared with those who did not. The mean risk of the two groups is calculated using the reference model and the new model, and IDI is simply the difference between the discrimination slopes of the two models.

    • ↵c Clinical model is a multivariate logistic regression model including the Cleveland Clinic score and the percentage increase in serum creatinine from baseline at the time of sample collection.

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    Table 4.

    Comparison of multivariate logistic regression model and chi-squared automatic interaction detection classification tree

    ModelAUC (95% CI)Sensitivity (%)Specificity (%)PPV (%)NPV (%)
    Multivariate logistic regressiona0.85 (0.77 to 0.92)76.979.135.076.5
    CHAIDb0.91 (0.87 to 0.96)c30.898.980.490.7
    • Multivariate logistic regression and CHAID models were generated using the following variables: Cleveland Clinic score, percentage increase in serum creatinine at the time of sample collection, urinary angiotensinogen-to-creatinine ratio (uAnCR), and urinary renin-to-creatinine ratio (uRenCR). AUC, area under the receiver-operating characteristic curve; CI, confidence interval; PPV, positive predictive value; NPV, negative predictive value; CHAID, chi-squared automatic interaction detection.

    • ↵a Cutoff specific performance characteristics shown are from the point on the receiver-operating characteristic curve closest to the point of 100% sensitivity and specificity.

    • ↵b Cutoff specific performance characteristics shown are for the node representing uAnCR >337.89 ng/mg and uRenCR >893.41 pg/mg.

    • ↵c P=0.02 compared with multivariate logistic regression model.

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Clinical Journal of the American Society of Nephrology: 8 (12)
Clinical Journal of the American Society of Nephrology
Vol. 8, Issue 12
December 06, 2013
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Association of Elevated Urinary Concentration of Renin-Angiotensin System Components and Severe AKI
Joseph L. Alge, Nithin Karakala, Benjamin A. Neely, Michael G. Janech, James A. Tumlin, Lakhmir S. Chawla, Andrew D. Shaw, John M. Arthur
CJASN Dec 2013, 8 (12) 2043-2052; DOI: 10.2215/CJN.03510413

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Association of Elevated Urinary Concentration of Renin-Angiotensin System Components and Severe AKI
Joseph L. Alge, Nithin Karakala, Benjamin A. Neely, Michael G. Janech, James A. Tumlin, Lakhmir S. Chawla, Andrew D. Shaw, John M. Arthur
CJASN Dec 2013, 8 (12) 2043-2052; DOI: 10.2215/CJN.03510413
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