acid_base_disorders

Metabolic Acidosis: Anion Gap

  • Anion Gap (AG) helps classify metabolic acidosis as high-gap (HAGMA) or normal-gap (NAGMA).
  • Formula (no potassium):
    Anion Gap=[Na+]−[Cl−]−[HCO3−]\text{Anion Gap} = [\text{Na}^+] - [\text{Cl}^-] - [\text{HCO}_3^-]
    Reference range: 8≤AG≤12 mmol/L8 \leq \text{AG} \leq 12\,\text{mmol/L} (± about 4 mmol/L).
  • Sometimes potassium is included: AG<em>with K=[Na+]+[K+]−[Cl−]−[HCO</em>3−]\text{AG}<em>{\text{with K}} = [\text{Na}^+] + [\text{K}^+] - [\text{Cl}^-] - [\text{HCO}</em>3^-]
  • Note on potassium: relative to the three other ions, [K+] is low and typically does not change much, so omitting it from the equation has limited clinical impact.

HAGMA and NAGMA

  • High Anion Gap Metabolic Acidosis (HAGMA): Gain of unmeasured anions (endogenous or exogenous).
  • Normal Anion Gap Metabolic Acidosis (NAGMA): Hyperchloremia and/or bicarbonate loss lead to a normal AG.

Common etiologies (summary, from slides)

  • HAGMA etiologies include:
    • Renal failure
    • Iatrogenic causes: saline infusion, parenteral nutrition, carbonic anhydrase inhibitors
    • Ketoacidosis: diabetic, alcoholic, starvation
    • Lactic acidosis
    • Toxins: methanol, ethylene glycol, salicylates, metformin, pyroglutamic acid
    • Renal losses: renal tubular acidosis, ureteroenterostomy
  • NAGMA etiologies include:
    • Hyperchloremia
    • bicarbonate loss (e.g., bicarbonate-rich fluids loss or GI loss)
    • GI losses such as diarrhoea and biliary/pancreatic drainage

Lactic Acidosis

  • Type A: Imbalance between oxygen supply and demand (hypoxia-related)
  • Type B: Altered metabolism (not due to overt hypoxia)
    • Reduced supply/ delivery problems: hypoxaemia, anaemia
    • Impaired tissue utilisation: CO poisoning
    • Hypoperfusion: Shock
    • Type B1: Underlying disease (e.g., leukaemia/lymphoma), thiamine deficiency, infection, pancreatitis, renal or hepatic failures, increased demand (e.g., anaerobic muscle activity, seizures, sprinting)
    • Type B2: Drugs (e.g., beta-agonists, salicylates, cyanide, ethanol, methanol)
    • Type B3: Inborn errors of metabolism

Other Considerations

  • Hypoalbuminaemia and the AG:
    • Albumin carries negative charges (anionic). Low albumin lowers the measured AG.
    • Correction: for every 10 g/L below normal albumin, add approximately 2.5 to the anion gap.

Delta Ratio (Δ ratio)

  • Used to determine whether there is a 1:1 relationship between the increase in AG and the decrease in HCO3−.
  • Definition:
    ΔRatio=ΔAGΔ[HCO<em>3−]\Delta \text{Ratio} = \frac{\Delta \text{AG}}{\Delta [\text{HCO}<em>3^-]} where: ΔAG=AG</em>measured−AG<em>normal\Delta \text{AG} = \text{AG}</em>{\text{measured}} - \text{AG}<em>{\text{normal}} and Δ[HCO</em>3−]=[HCO<em>3−]</em>normal−[HCO<em>3−]</em>measured\Delta [\text{HCO}</em>3^-] = [\text{HCO}<em>3^-]</em>{\text{normal}} - [\text{HCO}<em>3^-]</em>{\text{measured}}
  • Interpretation (from slides):
    • ΔRatio<0.4\Delta \text{Ratio} < 0.4: associated hyperchloremic NAGMA
    • 0.4≤ΔRatio≤0.80.4 \le \Delta \text{Ratio} \le 0.8: consider a combination of HAGMA and NAGMA
    • 1≤ΔRatio≤21 \le \Delta \text{Ratio} \le 2: uncomplicated HAGMA
    • ΔRatio>2\Delta \text{Ratio} > 2: pre-existing metabolic alkalosis or compensation to chronic respiratory acidosis

Causes of Low Anion Gap

  • Causes of a low anion gap include increased unmeasured cations or artefacts.
  • Common listed causes (from Toxicology Handbook/table):
    • Artefactual Hyperchloraemia
    • Hypercalcaemia
    • Hypoalbuminaemia
    • Iodism
    • Hypermagnesaemia
    • Bromism
    • Lithium intoxication
    • Hypertriglyceridaemia
    • Multiple myeloma

Base Excess and Standard Base Excess

  • Base excess (BE):
    • Definition: the amount of acid or base needed to return the blood sample pH to 7.40 under standard conditions (37°C and a PaCO2 of 40 mmHg, i.e., 5.3 kPa). BE isolates the metabolic component by removing respiratory effects.
  • Standard Base Excess (SBE):
    • Definition: the dose of acid or base required to return the pH of an anaemic blood sample to 7.40, calculated for a haemoglobin (Hb) of 50 g/L.
    • Rationale: Haemoglobin buffers principally within intravascular space; SBE reflects buffering of the whole extracellular fluid, not just intravascular Hb-buffered fluid.

Causes of Metabolic Alkalosis

  • Chronic hypercapnia can contribute.
  • GI losses: vomiting, NG losses (chloride loss).
  • Renal losses: diuretics, primary hyperaldosteronism, Cushing’s syndrome, Bartter’s syndrome.
  • Volume contraction and hypochloraemia.
  • Hypokalaemia.
  • Administration of bases: antacids.

Summary of Acid–Base Assessment (Stepwise Approach)

  • Step 1: Determine acidemia or alkalemia by pH (< 7.35 or > 7.45).
  • Step 2: Identify primary disorder as respiratory vs metabolic (acidosis vs alkalosis).
  • Step 3: Calculate the anion gap to identify HAGMA vs NAGMA (AG = [Na+]−[Cl−]−[HCO3−][\text{Na}^+] - [\text{Cl}^-] - [\text{HCO}_3^-]; normal 8–12).
  • Step 4: Check degree of compensation using expected PaCO2 (for metabolic disorders) or expected HCO3− (for respiratory disorders).
  • Step 5: Determine the delta ratio to assess mixed disorders and/or chronicity.

Compensation in Metabolic Acidosis and Alkalosis (Step 4)

  • Metabolic acidosis:
    • Expected PaCO2 (mmHg) = (1.5×[HCO3−])+8(1.5 \times [\text{HCO}_3^-]) + 8
    • Alternatively: for every 1 mmol/L decrease in HCO3−, PaCO2 should decrease by 1.3 mmHg1.3\ \text{mmHg}.
  • Metabolic alkalosis:
    • Expected PaCO2 (mmHg) = (0.7×[HCO3−])+20(0.7 \times [\text{HCO}_3^-]) + 20
    • Alternatively: for every 1 mmol/L increase in HCO3−, PaCO2 should increase by 0.6 mmHg0.6\ \text{mmHg}.
  • Conversion note: to convert mmHg to kPa, divide by 7.57.5 (i.e., PaCO<em>2 (extkPa)=PaCO</em>2 (mmHg)/7.5\text{PaCO}<em>2\ ( ext{kPa}) = \text{PaCO}</em>2\ (\text{mmHg}) / 7.5).

Step 4 cont: Respiratory acid–base disorders

  • Acute respiratory acidosis:
    • For every 10 mmHg increase in PaCO2, HCO3− should rise by 1 mmol/L (acute).
  • Chronic respiratory acidosis:
    • For every 10 mmHg increase in PaCO2, HCO3− should rise by 4 mmol/L (chronic).
  • Acute respiratory alkalosis:
    • For every 10 mmHg decrease in PaCO2, HCO3− should decrease by 2 mmol/L (acute).
  • Chronic respiratory alkalosis:
    • For every 10 mmHg decrease in PaCO2, HCO3− should decrease by 5 mmol/L (chronic).
  • Step 5: Determine the delta ratio as above to evaluate mixed disorders.

Observational Acid-Base Patterns (Table 4 – Kellum reference)

  • The table links HCO3−, PaCO2, and SBE across a matrix of disorders:
    • Metabolic acidosis, metabolic alkalosis, acute and chronic respiratory acidosis/alkalosis, etc.
  • Focused interpretation:
    • Metabolic acidosis: low HCO3−; PaCO2 adjusts