Electrolytes · Lab interpretation

Corrected calcium calculator.

Enter total serum calcium and albumin to see the albumin-adjusted calcium. The result is shown in both unit systems, with the Payne equation as published in a 2023 comparison alongside.

A total calcium of 8.0 mg/dL with an albumin of 2.5 g/dL adjusts to 9.2 mg/dL (2.30 mmol/L). The Payne equation as tabulated in a 2023 paper gives 9.5 mg/dL for the same inputs. Enter your own numbers below.

Adjusted Ca = total + 0.02 (40 - albumin g/L)Payne comparison shownChecked 26 October 2026

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How albumin-adjusted calcium is calculated

Adjusted calcium (mmol/L) = total calcium (mmol/L) + 0.02 × (40 - albumin in g/L). In conventional units that is about 0.8 mg/dL added for every 1 g/dL that albumin sits below 4.0, which is the form most people remember: corrected calcium = measured calcium + 0.8 × (4.0 - albumin). The 0.02 version is the "previously published equation" quoted in the James 2008 paper under Sources. The calculator works in mmol/L and g/L internally, converting mg/dL with the factor 4.008 and g/dL by multiplying by 10, so the conventional-unit answer is the same arithmetic with a coefficient of 0.802 rather than exactly 0.8.

Why adjust at all: much of the calcium in blood travels bound to albumin, so a low albumin pulls the total calcium down even when the physiologically active ionised fraction is unchanged. The adjustment tries to estimate what total calcium would be at a normal albumin of 40 g/L (4.0 g/dL). The page also shows the Payne equation exactly as tabulated in the 2023 Phylactou comparison, total calcium + 0.0246 × (40.4 - albumin) in mmol/L, because the original Payne coefficients are not quite the same as the rounded rule of thumb. For this example they differ by 0.3 mg/dL.

Worked example

Total calcium 8.0 mg/dL is 8.0 / 4.008 = 1.996 mmol/L. Albumin 2.5 g/dL is 25 g/L. The adjustment is 0.02 × (40 - 25) = 0.30 mmol/L, so adjusted calcium is 2.296 mmol/L, which is 9.20 mg/dL. The Payne tabulated form gives 1.996 + 0.0246 × (40.4 - 25) = 2.375 mmol/L, or 9.52 mg/dL.

Limits matter more here than for most formulas. James and colleagues found that a locally derived equation differed from the published ones and changed how many low-albumin patients were classed as low, normal or high calcium; they advise each laboratory to derive its own regression. Phylactou and colleagues concluded that adjusting total calcium for albumin did not outperform the unadjusted value in predicting ionised calcium across an unrestricted dataset. This calculator therefore gives no pass or fail label and no reference range: the interval printed on your lab report is the one that applies.

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Common mix-ups

  1. Phylactou et al: Derivation and comparison of formulae for the adjustment of total calcium (Front Endocrinol 2023)
  2. James et al: Derivation and internal validation of an equation for albumin-adjusted calcium (BMC Clin Pathol 2008)

Checked against these sources on .

Frequently asked questions

What is the corrected calcium formula?

Adjusted calcium (mmol/L) = total calcium + 0.02 x (40 - albumin in g/L). In mg/dL and g/dL the usual form is measured calcium + 0.8 x (4.0 - albumin).

Why does low albumin change the calcium result?

Albumin binds part of the calcium in blood, so a low albumin lowers the total calcium without necessarily lowering the active ionised calcium. The adjustment tries to estimate the total calcium at a normal albumin.

Is the corrected calcium reliable?

Not always. A 2023 comparison found albumin adjustment did not beat unadjusted total calcium at predicting ionised calcium across an unrestricted dataset, and a 2008 study found equations differ between laboratories.

What is the difference between the Payne equation and the 0.8 rule?

The Payne equation as tabulated in the 2023 paper is total calcium + 0.0246 x (40.4 - albumin) in mmol/L, which gives slightly larger adjustments than the rounded 0.02 x (40 - albumin) rule. This calculator shows both.

When should ionised calcium be measured instead?

When the exact calcium status affects management, such as in critical illness or with abnormal acid-base status, a direct ionised calcium measurement answers the question without an albumin assumption. Your clinician decides when that is needed.

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Not medical advice

This calculator does arithmetic on the numbers you type and does not diagnose or treat anything. Results depend on the quality of the inputs and the equation used. Lab values, drug doses and ECG readings must be interpreted by a clinician who knows the patient; contact your care team or emergency services for anything urgent.