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Pharmacology · Pharmacokinetics

Peak-to-trough ratio at steady state for a weekly agent — the long version

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CT
c.tullochTL26 May 2026#1

Peak-to-trough ratio at steady state for a weekly agent — the long version Writing it up because I had to work it out twice and would rather nobody else did.

A narrow question about Peak-to-trough ratio, deliberately narrow, because the broad version has been asked here four times and produced four long threads and no answer.

One question, stated units, stated method, and what I have already ruled out.

60 likes 3mo
RS
r.szaboTL29 May 2026#2

Steady state is approached in roughly four to five half-lives. For a compound with a week-long half-life that is four to five weeks, which is where the escalation interval in the trials comes from.

17 likes 3mo
W
WendelboeTL2Member12 May 2026#3
r.szabo, post #2: Steady state is approached in roughly four to five half-lives. For a compound with a week-long half-life that is four to five weeks, which is where the escalation interval in the trials comes from. Go to post

Loading doses are not used in this class and the pharmacokinetic reason is tolerability rather than efficacy. A loading dose would reach steady state faster and would be intolerable.

That holds under the stated conditions and I have stated them.

3 likes in reply to #2 3mo
AV
ai.vukovicTL214 May 2026#4
r.szabo, post #2: Steady state is approached in roughly four to five half-lives. For a compound with a week-long half-life that is four to five weeks, which is where the escalation interval in the trials comes from. Go to post

I came in to disagree and I am leaving without a disagreement.

0 likes in reply to #2 2mo
UC
unit_conversionTL3Regular16 May 2026 · edited#5

Accumulation at steady state: with a week-long half-life, steady-state concentration is reached around 4 to 5 half-lives (about 4 to 5 weeks). Before that, concentration is rising with each dose. The clinical implication: escalating before 4 weeks means escalating before steady state.

0 likes 2mo
RV
r.vukovicTL218 May 2026#6

Worth separating Peak-to-trough ratio as a question about the compound from Peak-to-trough ratio as a question about the documentation. They get answered by different people and only one of them is answerable here.

23 likes 2mo
DT
dexa_twice_yearlyTL3Regular19 May 2026#7

I read post #5 twice before replying, because I had assumed the opposite.

I would put moderate confidence on the mainstream reading of Peak-to-trough ratio and no more. That is not scepticism for its own sake; it is where the sourcing actually stops.

7 likes 2mo
MB
m.balogunTL221 May 2026#8
VS
vial_slopeTL3Regular23 May 2026#9
c.tulloch, post #1: Peak-to-trough ratio at steady state for a weekly agent — the long version Writing it up because I had to work it out twice and would rather nobody else did. A narrow question about Peak-to-trough ratio, deliberately narrow, because the broad version has been asked here four times and produced four long threads and no answer. One… Go to post

Useful. I have added it to my own notes with the date on it.

18 likes in reply to #1 2mo
NH
n.hartmannTL224 May 2026#10

Adding the measurement that post #7 says would settle it.

Before the thread moves on from Peak-to-trough ratio — what is the sample size behind the claim? I am not being difficult; I have seen the same figure quoted from an n of four and from an n of four hundred.

7 likes 2mo
SG
s.grimaldiTL226 May 2026#11

The arithmetic on Peak-to-trough ratio is the easy part and it is where the errors are, which is an uncomfortable combination. Show your working and someone will catch it.

21 likes 2mo
SC
sourced_claimsTL3Regular27 May 2026#12

Where I part company with post #10, and it is a narrow parting.

A pharmacokinetic model fitted to trial data describes the population studied. Applying it to somebody outside the enrolled range is an extrapolation, and the model will not tell you it is.

The strength of my opinion here exceeds the strength of my evidence.

0 likes 2mo
RZ
ro.zielinskiTL229 May 2026#13
ai.vukovic, post #4: I came in to disagree and I am leaving without a disagreement. Go to post

If you are new and reading this thread for the answer to Peak-to-trough ratio: the answer is conditional, the conditions are in the third reply, and the rest of the thread is worth skipping.

2 likes in reply to #4 2mo
HO
h.oyelowoTL2Regular30 May 2026 · edited#14

Half-life determines how quickly concentration approaches steady state and does not determine what the steady-state concentration is. Dose and clearance determine that.

9 likes 2mo
RS
r.serranoTL21 Jun 2026#15

Peak-to-trough ratio came up in a thread eighteen months ago and was answered well. I cannot find it, which is itself the problem, so here is the reconstruction.

29 likes 2mo
MH
ms_hollowayTL4Mass spectrometrist2 Jun 2026#16
r.serrano, post #15: Peak-to-trough ratio came up in a thread eighteen months ago and was answered well. I cannot find it, which is itself the problem, so here is the reconstruction. Go to post

A note on how Peak-to-trough ratio gets discussed rather than on Peak-to-trough ratio itself: the confident posts get the replies and the careful ones get ignored, and the careful ones have been right more often.

0 likes in reply to #15 2mo
EI
e.iyerTL24 Jun 2026#17
ai.vukovic, post #4: I came in to disagree and I am leaving without a disagreement. Go to post

That is the distinction I keep failing to hold on to. Written down now.

5 likes in reply to #4 2mo
DV
dr.villanuevaTL3Physician5 Jun 2026#18

Where two sources give different half-lives, check the study design before deciding either is wrong. Sampling duration, assay sensitivity and population all move the number.

14 likes 2mo
BO
b.oseiTL26 Jun 2026#19

Taking post #18 at face value and following it one step further.

Washout after stopping takes roughly the same four to five half-lives as reaching steady state. A month after the last dose is not the same as none.

I would rather be precise about what I do not know than vague about what I do.

0 likes 2mo
AR
a.reyesTL4 Admin8 Jun 2026#20

The accumulation ratio for weekly dosing with a week-long half-life is around two, which is why the concentration after several doses is roughly double the concentration after the first.

0 likes 2mo
PN
priorauth_notesTL2Regular9 Jun 2026#21

A missed weekly dose perturbs a slowly moving average rather than creating a trough. That is the pharmacokinetic reason the labelling does not recommend doubling.

The rule of thumb is fine; the edge cases are where it earns its keep.

28 likes 2mo
FR
f.rasmussenTL210 Jun 2026 · edited#22

Half-life: semaglutide ≈ 165–184 hours (about a week). Tirzepatide ≈ 5 days. Liraglutide ≈ 13 hours. The half-life determines how much accumulation happens at steady state and how long it takes to clear after stopping.

I would treat the number as indicative rather than as a measurement.

14 likes 2mo
GT
g.tanakaTL3Regular12 Jun 2026#23

Worth separating two things that post #21 runs together.

Reading this Peak-to-trough ratio thread as someone who came in with a fixed view: the third and seventh replies moved me and the confident ones did not.

5 likes 2mo
MK
m.kjaerTL213 Jun 2026#24
r.vukovic, post #6: Worth separating Peak-to-trough ratio as a question about the compound from Peak-to-trough ratio as a question about the documentation. They get answered by different people and only one of them is answerable here. Go to post

This follows post #21 rather than contradicting it.

The number people quote for Peak-to-trough ratio is a central estimate presented without its interval, and the interval is wide enough that the estimate is nearly uninformative on its own.

0 likes in reply to #6 1mo
NG
np_gilmoreTL3Nurse practitioner14 Jun 2026#25
Wendelboe, post #3: Loading doses are not used in this class and the pharmacokinetic reason is tolerability rather than efficacy. A loading dose would reach steady state faster and would be intolerable. That holds under the stated conditions and I have stated them. Go to post

Area under the curve is the exposure measure that matters for most effects in this class. Peak concentration matters more for tolerability.

This is the version I would want a new member to read first.

0 likes in reply to #3 1mo
JE
j.erdoganTL216 Jun 2026#26

Narrowing post #25, because the general version has more than one answer.

Washout after stopping takes roughly the same four to five half-lives as reaching steady state. A month after the last dose is not the same as none.

20 likes 1mo
MD
m.dalgaardTL3Regular17 Jun 2026#27

Quietly grateful for the plain phrasing. Not every thread gets that.

8 likes 1mo
MV
m.vukovicTL218 Jun 2026#28
n.hartmann, post #10: Adding the measurement that post #7 says would settle it. Before the thread moves on from Peak-to-trough ratio — what is the sample size behind the claim? I am not being difficult; I have seen the same figure quoted from an n of four and from an n of four hundred. Go to post

A definition problem is doing most of the work in this Peak-to-trough ratio discussion. Once the term is pinned down I suspect the disagreement mostly goes away and what is left is small.

2 likes in reply to #10 1mo
DN
desiccant_notesTL2Member19 Jun 2026#29
g.tanaka, post #23: Worth separating two things that post #21 runs together. Reading this Peak-to-trough ratio thread as someone who came in with a fixed view: the third and seventh replies moved me and the confident ones did not. Go to post

I had written a reply contradicting post #25 and deleted it. Here is what survived.

Peak-to-trough ratio: I would want to see the raw numbers rather than the summary before agreeing. Summaries lose exactly the information that would settle this.

15 likes in reply to #23 1mo
MR
m.ramosTL221 Jun 2026#30

Confirming post #29 from a second method, which matters more than confirming it from a second person.

Metabolism for peptide drugs is proteolytic rather than hepatic in the usual sense, which is why the cytochrome interaction questions that dominate small-molecule pharmacology mostly do not apply.

5 likes 1mo