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🧫 Creatinine Converter (mg/dL ↔ µmol/L)

Serum creatinine in mg/dL × 88.42 gives µmol/L; µmol/L ÷ 88.42 gives mg/dL — this converts either direction exactly. Enter your values below — results update instantly, entirely on your device.

µmol/L88

1 mg/dL × 88.42

mg/dL (entered)1
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How the creatinine converter (mg/dl ↔ µmol/l) works

µmol/L = mg/dL × 88.42, and mg/dL = µmol/L ÷ 88.42. The factor 88.42 comes from creatinine’s molar mass of 113.12 g/mol: 1 mg/dL is 10 mg/L, which is 10 ÷ 113.12 = 0.0884 mmol/L = 88.42 µmol/L.

Example: 1.0 mg/dL × 88.42 = 88 µmol/L, and a lab value of 80 µmol/L ÷ 88.42 = 0.90 mg/dL.

Serum creatinine is reported in mg/dL in the US and in µmol/L in the UK, Canada, Australia and most of Europe. The exact factor 88.42 is derived from creatinine’s molar mass, so no precision is lost. Note this converts the creatinine concentration only — it does not compute eGFR (kidney function), which additionally requires age and sex. This tool is a unit conversion, not medical advice or a kidney-function assessment; discuss results with your clinician.

Frequently asked questions

How do I convert creatinine from mg/dL to µmol/L?

Multiply by 88.42. For example, 1.2 mg/dL × 88.42 = 106 µmol/L. To convert back, divide the µmol/L value by 88.42.

Where does 88.42 come from?

From creatinine’s molar mass of 113.12 g/mol. One mg/dL equals 10 mg/L, and 10 ÷ 113.12 = 0.0884 mmol/L, which is 88.42 µmol/L — so 1 mg/dL = 88.42 µmol/L.

Does this calculate eGFR or kidney function?

No. This converts the creatinine number between units only. Estimated GFR (eGFR) needs more inputs such as age and sex and a specific equation (e.g. CKD-EPI); this tool deliberately does just the unit conversion.

Is 88.4 or 88.42 the right factor?

They are the same value rounded differently. The molar-mass-derived factor is 88.42, which this tool uses; many references round it to 88.4.

Is my data uploaded?

No — the conversion runs locally in your browser and nothing is transmitted.

Is this creatinine converter (mg/dl ↔ µmol/l) accurate and private?

Yes. It uses the standard published formula, shows its working under every result, and computes locally in your browser — your inputs are never sent to a server, and the page works offline.

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