How half-life shapes a protocol
Half-life (t½) is the time it takes for plasma concentration of a peptide to fall by 50%. It's the single most important pharmacokinetic property because it controls:
- How often you need to dose. If you inject more frequently than ~1 half-life, you accumulate. Less frequently, you get peaks and troughs.
- How long until steady state. Steady state — the point where average concentration stops rising — is reached after
~4–5 × t½of consistent dosing. - How long after a dose effects persist. After 5 half-lives, ~97% of a single dose is cleared.
The math
This visualizer uses simple first-order exponential decay:
C(t) = D × e^(−ln(2) × t / t½)
Where D is the dose, t is time since injection, and t½ is the half-life. For repeat dosing, each injection adds a new decaying curve to the existing total.
Steady state and accumulation
For a peptide with half-life t½ dosed every τ hours, the accumulation factor is:
R = 1 / (1 − 0.5^(τ/t½))
If you dose at exactly the half-life (τ = t½), R = 2 — steady-state peak is twice your single dose. If you dose at 2 × t½, accumulation is much smaller (R ≈ 1.33).
Short vs long half-life peptides
- Minutes — Sermorelin, GnRH, GHRP-2, GHRP-6. Designed to mimic natural pulses; injected and gone within an hour.
- Hours — BPC-157, TB-500, Ipamorelin. Daily or twice-daily dosing typical.
- Days — CJC-1295 with DAC, MOTS-c, Tesamorelin, Melanotan II. Twice-weekly to weekly dosing.
- Week+ — Semaglutide (~7 days), Tirzepatide (~5 days), Retatrutide (~6 days). Once-weekly clinical dosing; steady state takes ~4–6 weeks.