Half-Life vs Duration of Action
Half-life and duration of action are distinct pharmacokinetic concepts: half-life is the time for plasma drug concentration to fall by 50%, while duration of action is the actual time a drug produces its clinical effect—these often do not correlate directly. 1, 2
Key Definitions
Half-Life
- Half-life (t½) represents the time required for the plasma or blood concentration of a drug to decrease by half, assuming first-order (linear) pharmacokinetics 1
- For drugs with biphasic elimination patterns (two-compartment models), the terminal half-life is clinically relevant—this reflects the gradual elimination phase after initial rapid distribution 1
- Half-life is calculated using the formula t₁/₂ = ln(2)/k, where k is the elimination rate constant 3
Duration of Action
- Duration of action is the actual time period during which a drug produces its therapeutic or clinical effect 2
- This depends on multiple factors beyond half-life: the absolute drug amount given, pharmaceutical preparation, reversibility of drug action, concentration-response curve slope, metabolite activity, and disease effects on elimination 2
Why They Don't Always Match
Factors Creating Discrepancy
Receptor binding and drug effect persistence can extend duration beyond what half-life predicts 2:
- A drug may continue producing effects even after plasma levels fall below certain thresholds
- Active metabolites can prolong duration independent of parent drug half-life 1
Site of action concentration matters more than plasma concentration 2:
- Tissue distribution and binding can maintain therapeutic effects despite declining plasma levels
- The concentration-response curve slope determines how much concentration must fall before effects diminish 2
Multiple effects of the same drug may have different durations 2:
- A single medication can have varying durations for different pharmacologic effects
- The duration depends on which specific effect is being measured 2
Clinical Implications
For Dosing Frequency
Drugs with short half-lives (< 12 hours) require more frequent dosing to maintain therapeutic levels and avoid excessive peak-to-trough fluctuations 1, 4:
- Examples include immediate-release metoprolol (t½ 3-4 hours) 5
- Short half-lives increase risk of withdrawal/discontinuation syndromes between doses 1, 6
Drugs with half-lives of 12-48 hours are ideal for once-daily dosing 4:
- This range optimizes patient compliance while maintaining stable drug exposure
- Avoids unnecessarily high peak concentrations 4
Drugs with very long half-lives (> 48 hours) allow extended dosing intervals 6:
- Examples include fluoxetine (t½ 4-6 days after chronic dosing, with norfluoxetine at 4-16 days) 7, 6
- Diazepam, aripiprazole, cariprazine, and penfluridol also have extended half-lives 6
- Some can be dosed weekly (e.g., fluoxetine weekly formulation) 7
For Time-Dependent vs Concentration-Dependent Killing
Time-dependent antibiotics (beta-lactams) require maintaining concentrations above the MIC for 40-50% of the dosing interval, making duration of action critical 8:
- The pharmacodynamic parameter T>MIC (time above MIC) determines efficacy 8
- Half-life helps predict how long therapeutic concentrations persist 8
Concentration-dependent antibiotics (fluoroquinolones) rely on peak concentration and AUC:MIC ratio rather than duration above MIC 8:
- These kill most efficiently at concentrations 10-12 fold above MIC 8
- Duration of action is less critical than achieving high peak levels 8
For Drug Discontinuation and Washout
Complete drug elimination requires 5-7 half-lives 9, 7:
- Fluoxetine with its long half-life persists for weeks after discontinuation, with active drug remaining 14-20 days or longer 7, 6
- This creates a prolonged "window" of subtherapeutic concentrations that may have clinical consequences 8, 9
Drugs with long half-lives have minimal withdrawal risk when discontinued 6:
- The gradual decline in plasma levels prevents abrupt discontinuation syndromes
- Conversely, short half-life drugs (e.g., immediate-release metoprolol) may cause rebound effects if abruptly stopped 1
For Steady-State Achievement
Time to steady state depends on half-life, not duration of action 7, 1:
- Steady state is reached after approximately 4-5 half-lives 7
- Fluoxetine takes 4-5 weeks to reach steady state due to its long half-life 7
- This delay in reaching steady state can complicate clinical trial design for drugs with very long half-lives 4
Special Populations Affecting Half-Life (Not Duration)
Renal impairment prolongs half-life for renally eliminated drugs but may not proportionally extend duration of action 3, 5:
- Metoprolol half-life is unchanged in renal failure since it's hepatically metabolized 5
- Drugs like dabigatran require dose adjustment and extended discontinuation (3-5 days) before surgery in renal impairment 3
Hepatic impairment significantly extends half-life for hepatically metabolized drugs 7, 5:
- Fluoxetine half-life increases to mean 7.6 days in cirrhotic patients (vs 2-3 days normally), with norfluoxetine at 12 days (vs 7-9 days) 7
- Metoprolol half-life can extend up to 7.2 hours depending on severity of hepatic impairment 5
Age-related changes alter half-life in pediatric and geriatric populations 8, 3:
- Neonates have markedly prolonged half-lives for many medications (e.g., phenobarbital 45-500 hours vs 37-73 hours in children) 8
- Geriatric patients may show slightly higher metoprolol concentrations due to decreased metabolism, though this is rarely clinically significant 5
Common Pitfalls
Assuming half-life predicts duration of action is the most frequent error 2:
- A drug with a 3-hour half-life may have effects lasting 12 hours if receptor binding is prolonged
- Conversely, a drug with a 24-hour half-life may lose efficacy after 8 hours if the concentration-response relationship requires high levels 2
Ignoring active metabolites leads to underestimating true duration 1, 2:
- Fluoxetine's active metabolite norfluoxetine has an even longer half-life than the parent drug 7
- The combined effect of parent drug plus metabolite determines actual clinical duration 1
Using terminal half-life to predict accumulation can be misleading 10: