RK
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India,
2014-07-03 13:37
(3578 d 08:54 ago)

Posting: # 13209
Views: 5,465
 

 Ctau at steady state calculation [NCA / SHAM]

Hi,

on refering to the EMA guideline, it state that ctau is the concentration at the end of the dosing interval at steady state. I am not able to find out any parameter in this name in the software. can anybody tell me ctau=clast?

regards
RK.


Edit: Category changed. [Helmut]
Helmut
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Vienna, Austria,
2014-07-04 02:19
(3577 d 20:11 ago)

@ RK
Posting: # 13214
Views: 4,739
 

 Estimated Cτ, if possible

Hi RK,

❝ […] EMA guideline, it state that ctau is the concentration at the end of the dosing inter­val at steady state. I am not able to find out any parameter in this name in the soft­ware.


AFAIK, correct (not available in “classical” WinNonlin, Phoenix/WinNonlin, Kinetica, EquivTest/PK).

❝ […] ctau=clast?


[image]Not necessarily.* See this thread for some ideas in Phoenix/Win­Non­lin. If you are able to estimate λz (≥3 data points) I suggest to use the estimated concentration at t=τ (Ĉτ). See also this pre­sen­tation (slide 17 on what I state in my protocols). We face a similar problem in single dose if tlast of the test tlast of the re­fe­rence. If we compare AUCt it might mean comparing AUC16 to AUC24. That is another example of “apples-and-oran­ges” sta­tis­tics. However, since AUC is an integrated metric the impact on the BE assessment is minor. Cτ (like Cmax) is a single-point metric. The impact on BE might be tre­men­dous. A funny story here (Clast would have failed BE). Two of my studies passed an MRP last year (RMS Germany; CMS Austria, Den­mark, Spain, Sweden, The Netherlands) without any concerns.
Note that Phoenix / Win­Non­lin (if steady state is selected) would estimate AUCτ. You’ll notice that, since if tlast  τ then AUClast  AUCτ. Would be nice if Pharsight implements Cτ in a future version of Phoenix / Win­Non­lin. If I have spare time I’ll check the latest beta-release of v6.4 (can’t promise).


  • Only if you would have no missing last concentrations, the con­centration at τ > LLOQ, and no time deviations (tlast = τ).

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