Accepted answer
The calculation is a coincidence in the sense that matters: it can land in the right region while telling you nothing you can act on, because it silently assumes several things that are false. Let me work it through and then show what a defensible version looks like.
The naive calculation, done carefully
- Oral input: 14 mg per day, so 14 x 7 = 98 mg per week.
- Injectable input: 2.4 mg per week, effectively fully bioavailable subcutaneously.
- Ratio of inputs: 98 / 2.4 = 40.8.
- Implied oral bioavailability if exposures were equal: 1 / 40.8 = 0.0245, or about 2.5%.
Published bioavailability is nearer 0.4 to 1% [1]. So your calculation is out by a factor of roughly two and a half to six. It is in the right order of magnitude, which is why it feels right, and it is wrong by enough that any conclusion drawn from it is unsafe.
Why it is out: the premise "exposures are equal" is false. Oral semaglutide 14 mg daily and injectable 2.4 mg weekly are not exposure-matched. They are separate products developed for different indications with separate dose-finding programmes. Oral 14 mg was optimised for glycaemic control; the injectable obesity dose was optimised for weight. Nothing in either programme required them to line up, and they do not.
You can see this directly in the outcome data. Oral 14 mg daily produces HbA1c reductions comparable to subcutaneous liraglutide 1.8 mg [2], and weight loss well short of what injectable 2.4 mg gives. To reach STEP-like weight loss orally required 50 mg daily, which OASIS 1 showed produces about -15.1% at 68 weeks [3]. Redo your ratio with the doses that actually match on effect: 50 x 7 = 350 mg weekly against 2.4 mg, a ratio of 146, implying bioavailability near 0.7%. That is inside the published range - because this time you compared doses that were empirically matched on outcome rather than assumed to be matched.
So the method is not useless; it is only valid when anchored on an effect-matched pair. Anchored on an arbitrary pair it produces a number-shaped artefact.
Does the pulse-versus-depot shape matter?
Your instinct that the half-life smooths it is right, and you can convince yourself with the accumulation arithmetic. With a half-life of about 7 days and daily dosing, the interval between doses is one seventh of a half-life. The fraction eliminated between doses is 1 - 0.5^(1/7), which is 1 - 0.906 = 0.094, so roughly 9% of the body burden clears per day.
A dosing interval that removes only about 9% of drug produces very heavy accumulation and a very flat steady-state profile - peak-to-trough fluctuation of order 10%, not of order two-fold. Practically, daily oral dosing of a week-half-life peptide is closer to a continuous infusion than to a pulse. Weekly injection, by contrast, has one dosing interval per half-life, so it clears about 50% between doses and has a genuinely visible peak and trough.
That flips the naive expectation: the oral route produces the smoother steady-state concentration, and the injectable produces more fluctuation. What the oral route does not produce is a smooth input - the absorbed fraction varies from day to day - but with 9% turnover per day, a bad absorption day is heavily buffered. This is the pharmacokinetic reason the whole approach is viable, and it is the same reason a missed single oral dose matters much less than intuition suggests while a run of missed doses matters a lot.
The defensible summary
- Never convert between routes by dose ratio unless you are anchoring on doses matched by outcome, and say which outcome.
- Compare exposure if you have it, effect if you do not, and never nominal milligrams.
- Escalation schedules are not transferable either. Oral titration steps exist to manage gastrointestinal tolerability at a given formulation's kinetics, and those kinetics differ by route.
- None of this is a protocol for anything. It is arithmetic about published trials, and decisions about your own treatment belong with a clinician who can see your history.
edited 16 Jun 2026 by Dr_Wren_Halliday — fixed an arithmetic slip in the third paragraph
4The 9%-per-day clearance calculation is the cleanest demonstration I have seen of why daily oral works here at all. – gunnar_isaksen 26 days ago 5Re-anchoring on the 50 mg OASIS dose to recover a sane bioavailability figure is a neat trick. – m_haraldsen 2 months ago add a comment