Drug Half-Life Calculator
Estimate medication decay, remaining amount, elapsed time, or half-life with a standard exponential elimination model.
About drug half-life calculations
Drug half-life examples
| Known values | Calculated value | Explanation |
|---|---|---|
| 500 mg initially, 12 hours, 6-hour half-life | 125 mg remains | Twelve hours contains two half-lives. |
| 200 mg initially, 25 mg remaining, 8-hour half-life | 24 hours elapsed | The amount falls by half three times. |
| 1,000 IU initially, 125 IU after 24 hours | 8-hour half-life | Three equal halvings occur over twenty-four hours. |
How to use the half-life calculator
- Choose consistent units for both amount values and both time values.
- Enter three known positive values and leave the unknown field empty.
- Choose Calculate decay to solve the exponential equation.
- Interpret the estimate alongside medicine-specific clinical guidance.
Drug half-life FAQ
Does one half-life mean a drug is gone?
No, one half-life means half of the modeled amount remains. Elimination continues exponentially over several more half-lives.
How many half-lives are needed for elimination?
About 97 percent is removed after five half-lives in a simple model. The exact detection window and clinical effect can differ substantially.
Can I mix hours and days?
Both elapsed time and half-life must use the same time unit. Convert one value first, such as multiplying days by twenty-four to obtain hours.
Why can actual drug levels differ?
Individual organ function, interactions, absorption, metabolites, and distribution affect concentration. Many drugs also follow more than one elimination phase.
Can this calculator tell me when to take another dose?
No, safe dosing depends on the prescription and medicine-specific evidence. Ask a pharmacist or prescriber rather than timing a dose from this estimate.