Acid-Base Calculator

Anion Gap Calculator

Albumin-corrected AG, delta ratio, mixed disorder detection & Winter's formula

Anion GapAlbumin CorrectionDelta Ratio MUDPILES / HARDUPSWinter's FormulaMixed Disorders
Enter Electrolytes
Normal: 135–145
Normal: 98–106
Normal: 22–29
For AG correction. Default = 4.0
For Winter's formula check
Formulas
// Anion Gap:
AG = Na⁺ − (Cl⁻ + HCO₃⁻)  // Normal 8–12 mEq/L

// Albumin-Corrected AG:
Corrected AG = AG + 2.5 × (4.0 − Albumin g/dL)

// Delta Ratio (only if HAGMA present):
Δ/Δ = (AG − 12) ÷ (24 − HCO₃)

// Winter's Formula (expected pCO₂ in metabolic acidosis):
Expected pCO₂ = (1.5 × HCO₃) + 8 ± 2
Causes of Metabolic Acidosis

🔴 HAGMA — MUDPILES Mnemonic

MMethanol poisoning
UUraemia (renal failure)
DDiabetic ketoacidosis (DKA)
PPropylene glycol / Paracetamol
IIsoniazid / Iron overdose
LLactic acidosis (type A / B)
EEthylene glycol
SSalicylate (aspirin) toxicity

🟢 NAGMA — HARDUPS Mnemonic

HHyperalimentation (TPN)
AAddison's disease
RRenal tubular acidosis (types 1, 2, 4)
DDiarrhoea — GI HCO₃⁻ loss
UUreteroenteric fistula
PPancreatic fistula
SSaline excess (hyperchloraemic)
Delta Ratio Interpretation
Delta Ratio Interpretation
< 0.4Pure non-gap metabolic acidosis (no HAGMA contribution)
0.4 – 1.0Combined HAGMA + non-gap metabolic acidosis (mixed)
1.0 – 2.0Pure HAGMA — expected range
> 2.0HAGMA + concurrent metabolic alkalosis (HCO₃ higher than expected)

Delta ratio is only valid when a high anion gap metabolic acidosis is confirmed (corrected AG > 12 mEq/L).

Frequently Asked Questions
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⚠️ Disclaimer: Acid-base interpretation requires full clinical context including ABG, history, and medications. The delta ratio assumes a normal baseline HCO₃ of 24 mEq/L and may be unreliable in mixed disorders or chronic acid-base conditions. Not a substitute for clinical judgment.