Health & Medicine · Clinical Dosing · Cardiac Medications
Digoxin Dosing Calculator
Calculates estimated digoxin loading and maintenance doses based on lean body weight, renal function, and clinical indication.
Calculator
Formula
V_d is the volume of distribution (L), estimated as 7.3 × lean body weight (LBW) in kg. C_target is the target serum digoxin concentration (ng/mL), typically 0.5–0.9 ng/mL for heart failure or 0.8–2.0 ng/mL for rate control in atrial fibrillation. k_e is the elimination rate constant (per day), derived from creatinine clearance (CrCl) in mL/min. t_½ is the elimination half-life in days. τ is the dosing interval in days (typically 1 for once-daily dosing). F is bioavailability — approximately 0.7 for oral tablets.
Source: Jelliffe RW & Brooker G. Clinical Pharmacokinetics of Digoxin. Clinical Pharmacokinetics, 1984. Supported by Micromedex and Lexicomp digoxin monographs.
How it works
Digoxin is a cardiac glycoside used primarily for rate control in atrial fibrillation and as a positive inotrope in heart failure with reduced ejection fraction. Because digoxin distributes extensively into lean tissue — particularly skeletal muscle — its volume of distribution is calculated using lean body weight (LBW) rather than total body weight. The Devine formula is used to estimate LBW: 50 kg + 2.3 kg per inch over 5 feet for males, and 45.5 kg + 2.3 kg per inch over 5 feet for females. If total body weight is less than LBW, total body weight is used instead.
The volume of distribution is approximated as 7.3 L/kg of LBW. Renal function drives digoxin elimination — roughly 60–80% of digoxin is excreted unchanged by the kidneys. Creatinine clearance is estimated using the Cockcroft-Gault equation. The elimination rate constant (ke) is calculated as ke = 0.02 + (0.88 × CrCl/100), reflecting both renal and non-renal clearance. The loading dose represents the amount needed to rapidly fill the volume of distribution to the target concentration, corrected for bioavailability (approximately 70% for oral tablets, 100% for IV). The maintenance dose replaces the drug eliminated each day at steady state.
Target serum digoxin concentrations vary by indication: 0.5–0.9 ng/mL is recommended for heart failure (low-concentration strategy shown to reduce mortality), while 0.8–2.0 ng/mL may be used for rate control in atrial fibrillation. Digoxin levels above 2.0 ng/mL are associated with significantly increased toxicity risk including nausea, visual disturbances, and life-threatening arrhythmias. Clinicians should always verify calculated doses against institutional protocols and use therapeutic drug monitoring (TDM) to guide therapy.
Worked example
Patient: 65-year-old male, weight 80 kg, height 175 cm, serum creatinine 1.2 mg/dL. Indication: atrial fibrillation (rate control). Target concentration: 1.0 ng/mL. Route: oral.
Step 1 — Lean Body Weight (LBW): Height in inches = 175 / 2.54 = 68.9 inches. LBW = 50 + 2.3 × (68.9 − 60) = 50 + 2.3 × 8.9 = 70.5 kg. Since total body weight (80 kg) exceeds LBW, use LBW = 70.5 kg.
Step 2 — Creatinine Clearance (Cockcroft-Gault): CrCl = (140 − 65) × 70.5 / (72 × 1.2) = 75 × 70.5 / 86.4 = 61.2 mL/min.
Step 3 — Volume of Distribution: Vd = 7.3 × 70.5 = 514.7 L.
Step 4 — Elimination Rate Constant: ke = 0.02 + (0.88 × 61.2/100) = 0.02 + 0.539 = 0.559 per day.
Step 5 — Half-life: t½ = 0.693 / 0.559 = 1.24 days. (Note: in severe renal impairment, this can extend to 4–5 days.)
Step 6 — Loading Dose: LD = Vd × C_target / F = 514.7 × 1.0 / 0.7 = 735 mcg. Clinically, this is typically administered as 500 mcg orally in divided doses (e.g., 250 mcg now, then 250 mcg in 6–8 hours), titrated to clinical response.
Step 7 — Maintenance Dose: MD = Vd × C_target × ke × τ / F = 514.7 × 1.0 × 0.559 × 1 / 0.7 = 411 mcg/day. Clinically, this is rounded to the nearest commercially available tablet (125 mcg, 250 mcg), so a maintenance dose of 250 mcg daily would be a reasonable starting point, with TDM to guide further adjustment.
Limitations & notes
This calculator provides pharmacokinetic estimates only and should never replace clinical judgment, institutional dosing protocols, or therapeutic drug monitoring. The Cockcroft-Gault creatinine clearance equation assumes stable renal function — it is unreliable in acute kidney injury, rapidly changing renal function, extreme body compositions, or patients with very low muscle mass (e.g., elderly, malnourished, or paraplegic patients). The volume of distribution constant of 7.3 L/kg is a population average and can vary substantially in patients with severe heart failure, hypothyroidism, hyperthyroidism, or significant fluid shifts — all conditions that alter digoxin distribution. Hypothyroidism reduces Vd and clearance (requiring lower doses), while hyperthyroidism increases clearance (requiring higher doses). Digoxin has numerous clinically significant drug interactions — notably with amiodarone, quinidine, spironolactone, verapamil, and P-glycoprotein inhibitors — which can raise serum digoxin levels by 50–100% and require empiric dose reduction. Obesity significantly complicates dosing; obese patients should be dosed on LBW, not total body weight, as digoxin does not distribute appreciably into adipose tissue. Pediatric and neonatal dosing follows entirely different weight-based protocols not covered by this calculator. Serum digoxin levels should be drawn at least 6–8 hours after the last dose to avoid the distribution phase, which can falsely elevate measured concentrations. Always confirm all calculated doses with a clinical pharmacist before prescribing.
Frequently asked questions
What is the therapeutic range for digoxin?
For heart failure, current evidence supports a low-concentration strategy with target levels of 0.5–0.9 ng/mL, which has been associated with reduced mortality in clinical trials (DIG trial sub-analysis). For rate control in atrial fibrillation, a range of 0.8–2.0 ng/mL is commonly cited, though many clinicians aim for the lower end. Levels above 2.0 ng/mL are associated with increased toxicity risk.
Why is lean body weight used for digoxin dosing instead of total body weight?
Digoxin distributes primarily into lean tissue — especially skeletal muscle — and has negligible uptake in adipose tissue. Using total body weight in obese patients would overestimate the volume of distribution and result in supratherapeutic doses. Lean body weight (LBW), estimated using the Devine formula, reflects the metabolically active tissue mass that governs digoxin distribution.
How does kidney disease affect digoxin dosing?
The kidneys eliminate approximately 60–80% of digoxin unchanged in the urine. In patients with reduced creatinine clearance, digoxin's elimination rate constant (ke) decreases and its half-life lengthens significantly — from roughly 1.5 days in normal renal function to 4–5 days in end-stage renal disease. Both the maintenance dose and dosing frequency may need to be reduced. Patients on dialysis require special consideration, as digoxin is not efficiently removed by hemodialysis.
When should a digoxin loading dose be given?
A loading (digitalizing) dose is used when rapid achievement of therapeutic digoxin levels is clinically desirable, such as urgent ventricular rate control in atrial fibrillation with rapid ventricular response. It is often omitted in stable heart failure patients, where maintenance dosing without a loading dose will reach steady state in approximately 5 half-lives (roughly 7–10 days in patients with normal renal function). Loading doses carry higher risks and should be used cautiously.
What are signs of digoxin toxicity to watch for?
Early symptoms of digoxin toxicity include nausea, vomiting, anorexia, fatigue, and visual disturbances such as blurred or yellow-green vision (xanthopsia). Cardiac manifestations include bradycardia, AV block, and various arrhythmias including junctional rhythms, ventricular ectopy, and potentially fatal ventricular tachycardia or fibrillation. Toxicity risk is increased by hypokalemia, hypomagnesemia, and hypercalcemia. Treatment for severe toxicity includes digoxin-specific antibody fragments (Digibind or DigiFab).
Last updated: 2025-01-15 · Formula verified against primary sources.