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Corrected Calcium Calculator

Corrected Calcium Formula:

\[ \text{Corrected Ca} = \text{Total Ca} + 0.8 \times (4 - \text{Albumin}) \]

mg/dL
g/dL

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1. What is the Corrected Calcium Formula?

The corrected calcium formula adjusts total serum calcium levels based on albumin concentration. Since calcium binds to albumin in the blood, low albumin levels can mask true calcium status. This correction provides a more accurate assessment of ionized calcium levels.

2. How Does the Calculator Work?

The calculator uses the corrected calcium formula:

\[ \text{Corrected Ca} = \text{Total Ca} + 0.8 \times (4 - \text{Albumin}) \]

Where:

Explanation: For every 1 g/dL decrease in albumin below 4 g/dL, calcium decreases by approximately 0.8 mg/dL. This formula adjusts for this relationship.

3. Importance of Corrected Calcium Calculation

Details: Corrected calcium calculation is essential for accurate assessment of calcium status in patients with abnormal albumin levels, particularly in critically ill patients, those with malnutrition, liver disease, or nephrotic syndrome.

4. Using the Calculator

Tips: Enter total calcium in mg/dL and albumin in g/dL. Both values must be valid positive numbers. Albumin typically ranges from 2.0-5.0 g/dL in clinical settings.

5. Frequently Asked Questions (FAQ)

Q1: When should corrected calcium be used?
A: Corrected calcium should be calculated when albumin levels are abnormal (typically <3.5 g/dL or >4.5 g/dL) to get a more accurate assessment of calcium status.

Q2: What are normal corrected calcium values?
A: Normal corrected calcium ranges from 8.5-10.5 mg/dL. Values outside this range may indicate hypocalcemia or hypercalcemia.

Q3: Are there different correction formulas?
A: Yes, some institutions use slightly different formulas (e.g., 0.8*(4-albumin) is common, but some use different multipliers). Always follow your institution's preferred method.

Q4: Does this replace direct ionized calcium measurement?
A: No, direct measurement of ionized calcium remains the gold standard, especially in critical care settings or when acid-base abnormalities are present.

Q5: How accurate is the correction formula?
A: The formula provides a good estimate but may not be perfect in all clinical situations, particularly with extreme albumin levels or concurrent metabolic abnormalities.

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