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Pharmacokinetics Guide

Peptide Half-Life Calculator: Modeling Pharmacokinetic Decay Curves

Published: July 2026 • 5 min read

A peptide's half-life represents the time it takes for the concentration of the active compound in your body to be reduced by half. Understanding half-life decay rates is critical for designing consistent dosing cycles and preventing sudden peaks or troughs in blood levels.

Understanding Half-Life Decay Math

Subcutaneous peptides decay exponentially. The amount of remaining compound in your system over elapsed time can be projected using the exponential decay formula:

Remaining Amount = Initial Dose × (0.5) ^ [ Elapsed Time ÷ Half-Life ]

For example, if you inject a 5mg dose of a peptide with a 7-day half-life:

The Concept of Accumulation (Steady State)

If you inject a compound repeatedly before the previous dose has fully decayed, the peptide will accumulate in your bloodstream. This accumulation continues until you reach a "steady state," where the amount of peptide injected equals the amount eliminated between doses. Steady state is typically achieved after approximately 4 to 5 half-lives.

Because accumulation occurs, taking a consistent dose over time will gradually yield higher active concentrations than a single starting injection. Keeping track of this accumulation mathematically helps you maintain stable, predictable levels.

Visualizing Blood Levels inside Pepglow

Pepglow eliminates the need for manual graphing by calculating pharmacokinetic accumulation automatically. When you log your doses, the app uses standard half-life models to project your estimated active levels on an intuitive, native dashboard chart. You can visually explore:

These curves are approximate and intended for personal educational awareness only. Individual metabolism varies based on body mass, clearance, and genetics.

Model Your Peptide Decay Curves

Download Pepglow for iOS to visualize estimated pharmacokinetic curves and log doses offline.

Download on the App Store