Re: Time-Varying Bioavailability on Zero-Order Infusion

From: Leonid Gibiansky Date: March 14, 2018 technical Source: mail-archive.com
Hi Bill, I think the proposed original solution is the only one if you would like to implement it exactly. May be it can be approximated somehow? What is the real reason for this questions? What is the biology behind the time-variant IV bioavailability? Or what is the model mis-fit that you are trying to fix? Leonid
Quoted reply history
On 3/13/2018 9:16 PM, Sebastien Bihorel wrote: > Hi, > > I would suggest the following solution which should also work if you want to apply some covariate effect on bioavailability: * On the dataset side, set your RATE variable to -1 and store the actual infusion rates into another variable, eg IVRATE > > * On the model side: > $PK > ... > > ; assuming the IV infusion are made in compartment 1 > F1 = <whatever time varying function> > R1 = F1*IVRATE > > Voila, NONMEM should take care of the dosing in the background as usual. > > Sebastien > > ------------------------------------------------------------------------ > *From: *"Bill Denney" <[email protected]> > *To: *"NMUsers" <[email protected]> > *Sent: *Tuesday, March 13, 2018 8:58:41 PM > *Subject: *[NMusers] Time-Varying Bioavailability on Zero-Order Infusion > > Hi NONMEMers, > > Is there a good way to assign a time-varying bioavailabilty on a zero-order rate of infusion in NONMEM? The best I’ve been able to come up with is something like the below. It seems like something that should be easier than what I’m doing below (I adjusted it from the real example as I was typing it into the email—I could have introduced a bug in the process). And importantly, -9998 is well before any time in my database. > > (dosing into CMT=1 with an IV infusion) > > $MODEL > > COMP=(CENTRAL DEFDOSE DEFOBS) ; central > > COMP=(P1) ; peripheral 1 > > COMP=(P2) ; peripheral 2 > > $PK > > ; Normal stuff and ... > > ; Record the dosing time > > IF (NEWIND.LT.2) THEN > > TDOSE = -9999 > > DOSEEND = -9998 > > DOSE = -999 > > DOSERATE = 0 > > ENDIF > > IF ((EVID.EQ.1 .OR. EVID.EQ.4) .AND. RATE.GT.0) THEN > > TDOSE = TIME > > DOSEEND = TIME + AMT/RATE > > DOSERATE=RATE > > MTDIFF=1 > > ENDIF > > MTIME(1)=TDOSE > > MTIME(2)=DOSEEND > > F1 = 0 ; Bioavailability is zero so that the $DES block has full control over the rate. > > RATEADJTAU=THETA(10) > > RATEADJMAX=THETA(11) > > $DES > > ; Manually control the infusion > > RATEIN = 0 > > IF (MTIME(1).LE.T .AND. T.LE.MTIME(2)) THEN > > RATEADJCALC = RATEADJMAX * EXP(-(T – MTIME(1)) * RATEADJTAU) > > RATEIN = DOSERATE - RATEADJCALC > > ENDIF > > DADT(1) = RATEIN - K10*A(1) - K12*A(1) + K21*A(2) - K13*A(1) + K31*A(3) > > DADT(2) = K12*A(1) - K21*A(2) > > DADT(3) = K13*A(1) - K31*A(3) > > Thanks, > > Bill
Mar 14, 2018 Bill Denney Time-Varying Bioavailability on Zero-Order Infusion
Mar 14, 2018 Sebastien Bihorel Re: Time-Varying Bioavailability on Zero-Order Infusion
Mar 14, 2018 Leonid Gibiansky Re: Time-Varying Bioavailability on Zero-Order Infusion
Mar 16, 2018 Alison Boeckmann Re: Time-Varying Bioavailability on Zero-Order Infusion