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HbA1c Conversion Tool
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HbA1c Conversion Tool

Convert HbA1c between NGSP percentage and IFCC mmol/mol units, with optional estimated average glucose calculation.

Input
Compute
Output
Interpret
Evidence

Input & Computation

Layer 1 + 2

HbA1c reflects cumulative glycaemic exposure over approximately the preceding 8–12 weeks, with greater influence from more recent weeks. Estimated average glucose (eAG) is calculated from HbA1c using a population-derived regression equation. It is not a directly measured glucose value, CGM mean glucose, or glucose management indicator, and may not accurately represent an individual patient’s glucose profile.

Enter Value

All calculations run locally in your browser. No data is transmitted or stored.

Input unit

Interpretation Guide

Layer 3 + 4

Conversion Equations

NGSP(%) = 0.09148 × IFCC(mmol/mol) + 2.152
IFCC(mmol/mol) = (NGSP(%) − 2.152) / 0.09148
eAG(mg/dL) = 28.7 × HbA1c(%) − 46.7
eAG(mmol/L) = eAG(mg/dL) / 18

The IFCC equation shown is the precise computational inverse; the commonly quoted rounded form (10.93 × NGSP − 23.50) is an approximation.

Reference Table

NGSPIFCCApprox. eAG
5.0%31 mmol/mol97 mg/dL / 5.4 mmol/L
6.0%42 mmol/mol126 mg/dL / 7.0 mmol/L
6.5%48 mmol/mol140 mg/dL / 7.8 mmol/L
7.0%53 mmol/mol154 mg/dL / 8.6 mmol/L
8.0%64 mmol/mol183 mg/dL / 10.2 mmol/L
9.0%75 mmol/mol212 mg/dL / 11.8 mmol/L
10.0%86 mmol/mol240 mg/dL / 13.4 mmol/L

Displayed values are rounded.

Evidence & References

Layer 5
1
NGSP — IFCC Standardization of HbA1c (opens in a new tab)

Authoritative standardization source for the relationship between NGSP (%) and IFCC (mmol/mol) HbA1c units.

2
NGSP — HbA1c and eAG resources (opens in a new tab)

General organization resource covering HbA1c standardization and estimated average glucose. Informational reference, not a formal guideline.

3
Nathan DM et al. (2008) — primary regression study (opens in a new tab)

Translating the A1C Assay Into Estimated Average Glucose Values. Diabetes Care 2008;31(8):1473-1478. DOI: 10.2337/dc08-0545. Source of the eAG regression equation.

NGSP(%) = 0.09148 × IFCC(mmol/mol) + 2.152. IFCC(mmol/mol) = (NGSP(%) − 2.152) / 0.09148 (approximately 10.93 × NGSP − 23.50 with rounded coefficients). eAG(mg/dL) = 28.7 × HbA1c(%) − 46.7. eAG(mmol/L) = eAG(mg/dL) / 18. NGSP is used internally as the canonical intermediate for eAG; no intermediate rounding is applied.

PM Lab Suite

Clinical Laboratory Intelligence Platform

Input— Structured inputs & validation
Compute— Reference equations
Output— Unit-aware rounded results
Interpret— Clinical/lab relevance
Evidence— Standardization & study references

When to Use

  • Converting HbA1c between NGSP (%) and IFCC (mmol/mol) reporting units
  • Estimating average glucose from a known HbA1c value
  • Comparing results reported in different unit systems
  • Educational and laboratory reference use

Common Pitfalls

  • eAG is a population-derived regression estimate and may not match an individual’s measured glucose
  • HbA1c interpretation is affected by altered erythrocyte lifespan, anaemia, haemoglobin variants, and renal disease
  • eAG is not the same as fasting glucose, random glucose, CGM mean, or glucose management indicator
  • Do not diagnose diabetes from a single HbA1c value — clinical context and guidelines apply