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Cardiology

A Novel LDLC Equation is Superior to the NIH LDLC Equation and the Friedewald Equation

ORCID Icon, , ORCID Icon &
Pages 559-566 | Received 25 Nov 2023, Accepted 09 Feb 2024, Published online: 14 Feb 2024

Figures & data

Table 1 The Characteristics of Establishment of the LDLC Equation Group

Table 2 Instrument Performance Parameters (TG, TC, HDL-C, and LDL-C) of AU5821 Chemistry Analyzer

Figure 1 The characteristics of the participants included in the construction of the novel LDLC equations.

Abbreviations: TC, total cholesterol; HDL, high-density lipoprotein cholesterol; LDL, low-density lipoprotein cholesterol; TG, triglycerides, in mmol/L.
Figure 1 The characteristics of the participants included in the construction of the novel LDLC equations.

Figure 2 We obtained two novel LDLC equations.

Abbreviations: Direct_LDLC and LDL-C (direct clearance method) were tested with an AU5800 Modular System (Beckman Coulter, Inc., America). TC, total cholesterol; HDL, high-density lipoprotein cholesterol; NonHDLC=TC-HDL, in mmol/L.
Figure 2 We obtained two novel LDLC equations.

Figure 3 The histogram of the characteristics of the unselected patient cohort.

Abbreviations: TC, total cholesterol; HDL, high-density lipoprotein cholesterol; LDL, low-density lipoprotein cholesterol; TG, triglycerides; LDL_F, LDL-C calculated using the Friedewald equation; LDL_NIH, LDL-C calculated using the NIH equation; LDL_nonHDLC-equation=−0.899+1.195*nonHDLC-0.00347*nonHDLC2 and LDL_TC-equation=−2.775+1.29*TC-0.00990*TC2, in mmol/L.
Figure 3 The histogram of the characteristics of the unselected patient cohort.

Figure 4 Scatter plots for the direct low-density lipoprotein cholesterol (LDLC) and LDLC equations. Their relationship was analysed using Spearman’s approach.

Abbreviations: LDL (direct clearance method) was tested with an AU5800 Modular System (Beckman Coulter, Inc., America); LDL_F, LDL-C calculated using the Friedewald equation; LDL_NIH, LDL-C calculated using the NIH equation; LDL_nonHDLC-equation=−0.899+1.195*nonHDLC-0.00347*nonHDLC2 and LDL_TC-equation=−2.775+1.29*TC-0.00990*TC2, in mmol/L.
Figure 4 Scatter plots for the direct low-density lipoprotein cholesterol (LDLC) and LDLC equations. Their relationship was analysed using Spearman’s approach.

Figure 5 Receiver operating characteristic curves of the LDLC equations for predicting direct low-density lipoprotein cholesterol (direct LDLC levels are >1.55 mmol/L, >1.80 mmol/L, >2.60 mmol/L, >3.36 mmol/L, >4.12 mmol/L, and >4.90 mmol/L).

Abbreviations: LDL (direct clearance method) was tested with an AU5800 Modular System (Beckman Coulter, Inc., America); LDL_F, LDL-C calculated using the Friedewald equation; LDL_NIH, LDL-C calculated using the NIH equation; LDL_nonHDLC-equation=−0.899+1.195*nonHDLC-0.00347*nonHDLC2 and LDL_TC-equation=−2.775+1.29*TC-0.00990*TC2, in mmol/L.
Figure 5 Receiver operating characteristic curves of the LDLC equations for predicting direct low-density lipoprotein cholesterol (direct LDLC levels are >1.55 mmol/L, >1.80 mmol/L, >2.60 mmol/L, >3.36 mmol/L, >4.12 mmol/L, and >4.90 mmol/L).

Figure 6 Bland‒Altman plot of LDLC from four LDLC equations.

Abbreviations: LDL (direct clearance method) was tested with an AU5800 Modular System (Beckman Coulter, Inc., America); LDL_F, LDL-C calculated using the Friedewald equation; LDL_NIH, LDL-C calculated using the NIH equation; LDL_nonHDLC-equation=−0.899+1.195*nonHDLC-0.00347*nonHDLC2 and LDL_TC-equation=−2.775+1.29*TC-0.00990*TC2, in mmol.
Figure 6 Bland‒Altman plot of LDLC from four LDLC equations.