AKTW
Exponential first-order decay model

Peptide Clearance Estimator

Estimate remaining amount and percent cleared using exponential half-life decay. Pick a peptide to auto-fill its half-life, then see the decay curve, a per-half-life breakdown, and how long until it is effectively cleared.

Clearance inputs

Decay by half-life

Half-livesRemainingTime
1×50.0%7.0 days
2×25.0%14.0 days
3×12.5%21.0 days
4×6.3%28.0 days
5×3.1%35.0 days

Remaining

820.3mcg

Remaining %

82.03%

Cleared

17.97%

50% cleared (1 half-life)

7.0 days

90% cleared

23.3 days

95% cleared

30.3 days

99% cleared

46.5 days

~fully cleared (5×)

35.0 days

Educational model only — exponential first-order decay (½^(t / half-life)). Pharmacokinetics vary by route, formulation, metabolism, and individual response.

How clearance works

Most peptides follow first-order kinetics: a fixed fraction clears each half-life, not a fixed amount. After one half-life 50% remains, after two 25%, after three 12.5%, and so on. By five half-lives only about 3% is left, which is why a compound is usually considered effectively cleared by then.

Educational model only

This is a simplified single-compartment model. Real pharmacokinetics vary by route, formulation, metabolism, absorption, and individual response. Not medical advice.