Steady-State Drug Concentration Calculator
Calculate the average steady-state plasma drug concentration (Css) using bioavailability, dose, clearance, and dosing interval.
Inputs
All fields required. Use consistent units (mg, L, hr).
Clearance Input Mode
CL will be derived as: CL = 0.693 × Vd ÷ t½
Results
Enter values and click Calculate.
Average Steady-State Concentration
—
mg/L
Min Concentration
—
mg/L
Max Concentration
—
mg/L
Clearance Used
—
L/hr
Half-life
—
hr
Time to Reach Steady State
90% Steady State
—
3.32 × t½
99% Steady State
—
6.64 × t½
Formula Reference
Css = (F × Dose) ÷ (CL × τ)
CL = 0.693 × Vd ÷ t½
Cmin = Css × e(-k × τ)
Cmax = Css × (1 − e(-k × τ)) ÷ (1 − e(-k × τ))
For educational use only. Not for clinical decision-making.
Summary
Calculate the average steady-state plasma drug concentration (Css) using bioavailability, dose, clearance, and dosing interval.
How it works
- Enter the dose (mg) and dosing interval (hours).
- Set the bioavailability fraction F (0–1; use 1.0 for IV routes).
- Enter clearance (L/hr) directly, or switch to half-life mode and provide half-life and volume of distribution so CL is derived automatically.
- Click Calculate to see Css in mg/L along with minimum and maximum concentrations.
- Review the time-to-steady-state estimates (3.32 × t½ for 90%, 6.64 × t½ for 99%).
- Use the results for academic or instructional pharmacokinetics work only.
Use cases
- Pharmacy students practicing pharmacokinetic calculations.
- Educators demonstrating steady-state principles in lectures.
- Researchers verifying manual PK computations.
- Comparing how dosing intervals shift the steady-state level.
- Understanding the impact of bioavailability on therapeutic exposure.
- Estimating time to reach steady state for various drug half-lives.
Frequently Asked Questions
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Last updated: 2026-05-23 ·
Reviewed by Nham Vu