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Table 5 Correlation between serum UA, NO, ET-1, and NO/ET-1 ratio as well as P CIPA , SOD, MDA, CRP, ox-LDL, and LDL

From: RETRACTED ARTICLE: Effects of uric acid on endothelial dysfunction in early chronic kidney disease and its mechanisms

Ā 

Serum uric acid (Ī¼mol/L)

Serum NO (Ī¼mol/L)

Serum ET-1 (pg/mL)

NO/ET-1 ratio

PCIPA(%)

Ā 

r value

P value

r value

P value

r value

P value

r value

P value

r value

P value

SOD (U/mL)

āˆ’0.6885

0.0277

0.8179

0.0038

āˆ’0.7793

0.0079

0.8143

0.0041

āˆ’0.8180

0.0000

MDA (nmol/mL)

0.8195

0.0037

āˆ’0.9171

0.0002

0.8658

0.0012

āˆ’0.9143

0.0002

0.8015

0.0053

CRP (Ī¼g/mL)

0.7251

0.0177

āˆ’0.7554

0.0115

0.7447

0.0135

āˆ’0.8042

0.0050

0.6752

0.0322

ox-LDL (mmol/L)

0.8479

0.0019

āˆ’0.7459

0.0132

0.7900

0.0065

āˆ’0.7949

0.0060

0.5266

0.1179

LDL (mmol/L)

0.6356

0.0483

āˆ’0.5080

0.1339

0.5734

0.0831

āˆ’0.4947

0.1460

0.5902

0.0725

  1. Note: NO as dependent variable and SOD, MDA, CRP, ox-LDL, LDL as independent variables, multiple stepwise regression analysis showed that serum SOD and CRP entered the equation, and the equation was yā€‰=ā€‰0.315ā€‰Ć—ā€‰1-0.802ā€‰Ć—ā€‰2-22.120 (yā€‰=ā€‰NO, Ɨ1ā€‰=ā€‰SOD, Ɨ2ā€‰=ā€‰CRP; -22.120 was a constant). ET-1 as dependent variable and SOD, MDA, CRP, ox-LDL, and LDL as independent variables, multiple stepwise regression analysis showed that serum ox-LDL and SOD entered the equation, and the equation was yā€‰=ā€‰0.051ā€‰Ć—ā€‰1-0.082ā€‰Ć—ā€‰2ā€‰+ā€‰22.517 (yā€‰=ā€‰ET-1, Ɨ1ā€‰=ā€‰ox-LDL, Ɨ2ā€‰=ā€‰SOD; 22.517 was a constant). NO/ET-1 ratio as dependent variable and SOD, MDA, CRP, ox-LDL, LDL as independent variables, multiple stepwise regression analysis showed that serum SOD and CRP entered the equation, and the equation was yā€‰=ā€‰0.102ā€‰Ć—ā€‰1-0.316ā€‰Ć—ā€‰2-13.151 (yā€‰=ā€‰NO/ET-1 ratio, Ɨ1ā€‰=ā€‰SOD, Ɨ2ā€‰=ā€‰CRP; 13.151 was a constant). PCIPA as dependent variable and SOD, MDA, CRP, ox-LDL, LDL as independent variables, multiple stepwise regression analysis showed that serum SOD entered the equation, and the equation was yā€‰=ā€‰111.437-0.397ā€‰Ć—ā€‰1 (yā€‰=ā€‰PCIPA, Ɨ1ā€‰=ā€‰SOD; 111.437 was a constant).