Helmut
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Vienna, Austria,
2026-04-29 15:02
(35 d 14:50 ago)

Posting: # 24610
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 ANVISA: Q&A of March 2026 [BE/BA News]

Dear all,

the ANVISA published a Q&A-document outlining a method to ‘verify’ that steady state has been reached, i.e.,
  1. the assessment must be conducted individually for each subject during each of the periods,
  2. the last three pre-dose concentrations in the saturation phase (\(\small{\text{pd}_1}\), \(\small{\text{pd}_2}\), \(\small{\text{pd}_3}\)) prior to the profile have to be used for the calculation, and
  3. the differences between the pre-dose concentrations \(\small{\text{pd}_1-\text{pd}_2}\), \(\small{\text{pd}_2-\text{pd}_3}\), and \(\small{\text{pd}_3-\text{pd}_2}\) must be no more than \(\small{\mp 20\%}\)of the mean pre-dose concentration \(\small{\overline{\text{pd}}}\) in order to conclude that steady state has been reached.
The example given in the Q&A document:
\(\small{\text{pd}_1=4.9}\), \(\small{\text{pd}_2=5.4}\), \(\small{\text{pd}_3=6.0\longrightarrow \overline{\text{pd}}=5.4}\). Then the tolerance range is given by \(\small{20\%}\) of \(\small{5.4}\) and all differences must be within the margin \(\small{\{-1.08,+1.08\}}\). We get:
  • \(\small{\text{pd}_1-\text{pd}_2=-0.5\;{\color{Green}\subseteq}\,\{-1.08,+1.08\}}\) (pass)
  • \(\small{\text{pd}_2-\text{pd}_3=-0.6\;{\color{Green}\subseteq}\,\{-1.08,+1.08\}}\) (pass)
  • \(\small{\text{pd}_1-\text{pd}_3=-1.1\:{\color{Red}\nsubseteq}\,\{-1.08,+1.08\}}\) (fail)
I assume that this is the most conservative of all methods suggested by agencies so far and that, as a result, a substantial number of subjects will have to be excluded.


  • ANVISA. Perguntas e repostas. RDC n° 742/2022; Section 3.4.11. Brasilia. 1st edition 26 June 2025, update 23 March 2026. Online. [Portuguese]

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ElMaestro
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Denmark,
2026-05-01 15:53
(33 d 13:59 ago)

@ Helmut
Posting: # 24613
Views: 693
 

 A case of whatifitis ?

Hi Hötzi,

thank you.
This looks a bit worrying to me. I think this has the potential to be the kind of requirement that is associated with an unpalatable risk of failure, ultimately just scaring sponsors away from development of affordable alternatives.
The intention is good, I have no doubt, but I am afraid the treatment is worse than the disease in this case.

Pass or fail!
ElMaestro
Helmut
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2026-05-01 16:19
(33 d 13:33 ago)

@ ElMaestro
Posting: # 24614
Views: 712
 

 Yessir! Sim’s and real data…

Hi ElMaestro,

❝ […] I think this has the potential to be the kind of requirement that is associated with an unpalatable risk of failure, ultimately just scaring sponsors away from development of affordable alternatives.

❝ The intention is good, I have no doubt, but I am afraid the treatment is worse than the disease in this case.

I guess this is one of the cases where common sense nonsense hit: ‘Hey, we don’t even want the linear regression, which was standard in the last century. Let’s come up with sumfink easily doable with paper & pencil.’
In the meantime I performed some simulations. IIRC, the ANVISA recommends dosing for ten half lives. I played it safe and added yet another dose.

16 subjects, 2 periods (32 simulated profiles)
absorption half life :  6.00
elimination half life: 12.00
lag time             :  0.25
CV                   : 10.0%
dosing interval      : 24.00
doses                : 7
dosing at            : 0, 24, 48, 72, 96, 120, 144
last 3 pre-doses at  : 96, 120, 144
margins              : ±20% of the average of the last 3 pre-dose concentrations
 pd1 – pd2 within margins: 87.5%
 pd2 – pd3 within margins: 90.6%
 pd1 – pd3 within margins: 81.2%
 It cannot be concluded that steady state has been reached in 10 profiles.
 31% have to be excluded.

A study of a drug with low variability in 16 subjects (32 profiles in a 2×2×2 crossover) has high power. However, we would have to increase the sample size dramatically in order to compensate for the exclusions.

20 subjects, 4 periods (80 simulated profiles)
absorption half life :  6.00
elimination half life: 12.00
lag time             :  0.25
CV                   : 30.0%
dosing interval      : 24.00
doses                : 7
dosing at            : 0, 24, 48, 72, 96, 120, 144
last 3 pre-doses at  : 96, 120, 144
margins              : ±20% of the average of the last 3 pre-dose concentrations
 pd1 – pd2 within margins: 30.0%
 pd2 – pd3 within margins: 38.8%
 pd1 – pd3 within margins: 28.8%
 It cannot be concluded that steady state has been reached in 75 profiles.
 94% have to be excluded.

Ugly. For a drug with high variability this method does not work at all.


Edit: Meanwhile I assessed one of my studies. All European regulatory assessors were fine with what we did. With the ANVISA’s method we would get:

32 subjects, 2 treatments (64 profiles)
dosing interval      : 24
doses                : 13
dosing at            : -288, -264, -240, -216, -192, -168, -144, -120, -96, -72, -48, -24, 0
last 3 pre-doses at  : -48, -24, 0
margins              : ±20% of the average of the last 3 pre-dose concentrations
 pd1 – pd2 within margins: 59.4%
 pd2 – pd3 within margins: 65.6%
 pd1 – pd3 within margins: 54.7%
 It cannot be concluded that steady state has been reached in 37 profiles.
 58% have to be excluded. 10 subjects (31%) eligible for BE.

Although the study was not powered for the last pre-dose concentration, it passed the conventional limits (90% CI: 81.29 – 112.29%).
Applying this method would have meant the end of the story for the ANVISA. After excluding the majority of profiles the study would have been extremely underpowered for Cmax and turned from a success to a failure (93.69 – 110.72%  85.35 – 143.61%).

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