Olga Yee NCS 2018 Paris, France

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Olga Yee NCS 2018 Paris, France Efficient definitive screening designs to optimize the freeze-drying process Olga Yee NCS 2018 Paris, France

Lyophilized products Examples:

Lyophilization Very expensive process It can take 1 week to finish one lyophilization run.

Lyophilization Tray Template – Sampling Center and Edge Vials

Typical Lyophilization Cycle Secondary Drying Primary Drying Swamp Time ~15% Freezing

Design choice Challenge Design a study with 8 factors in less than 20+ runs with minimal risk of a follow-up study. Each lyo run takes one week to complete. Some design options Fractional factorial design: Resolution IV design in 16 runs, meaning two-factor interactions are completely confounded with other two-factor interactions. Central composite design: prohibitive in terms of number of runs (over 60 runs). Definitive screening design

Advantages of definitive screening designs Reference: Jones and Nachtsheim, 2011, Journal of Quality Technology, “A Class of Three-Level Designs for Definitive Screening in the Presence of Second-Order Effects” Fewer runs: (2m+1) where m is the number of factors. Main effect estimates are unbiased by any second-order effect. Two-factor interactions are not completely confounded with other two-factor interactions, although they may be correlated. With 6 through (at least) 12 factors, the designs are capable of estimating all possible full quadratic models involving three or fewer factors with very high levels of statistical efficiency.

DSD with 8 factors in only 20 runs A definitive screening DoE was designed to test the effects of eight process and formulation factors on many lyophilization responses, including primary drying time and product temperature. DoE Parameter Low Middle High Drug Concentration (mg/mL) 10 30 50 Lyoprotectant (wt%) 6.0 7.5 9.0 Primary Drying Tshelf (°C) -13 -8 -3 Chamber Pressure (mTorr) 100 150 Secondary Drying Duration (hours) 5.0 10.0 Temperature Ramp Rate (°C/min) 0.2 0.6 1.0 Fill Volume (mL) Instrument LyostarII or Virtis

Intersection of shelf temp and actual temp Defining the end of primary drying: Intersection of product temp and shelf temp Run 16 Intersection of shelf temp and actual temp Sample Primary drying time Shelf Temp TM (blue) 67.8 -8 TF 58 -8.1 BR 57.8 BM (orange) 61.5 Note the difference in orange and blue thermocouples: 6.3 hours.

Defining the end of primary drying “Product temperature approaching the shelf temperature set point (i.e., “offset” in Fig. 2) is commonly taken as an indication of the end of primary drying.” S. M. Patel, T. Doen, and M. J. Pikal, AAPS Pharm.Sci.Tech., 11, 2010 Four-parameter logistic curve: lower asymptote c upper asymptote d Slope b EC50, or e; where 50% of the response is expected

Defining the end of primary drying Mathematical Method: Fourth derivative of the 4-PL Need to prove that offset is reached at the maximum value of 4th derivative over the 2nd portion of the curve. After completing all 20 experiments, the difference in model quality between the two methods was not significant.

Variance component structure of the lyophilization data Between-run variation consists of a fixed and a random part. Within-run variation is due to random variation after accounting for location effects: tray position (top, bottom) thermocouple position (front, middle, rear) as well as analytical and sampling variation

Mixed Model for Primary Drying Time

Variance components Table Properly accounting for sources of variation leads to a decomposition of variance components into whole-plot error and split-plot error terms. Incorrectly pooling these two sources of variation into one leads to a more sporadic significance of effects that may not be real (inflated type I error rate, biased t-ratios and p-values). Term Estimate Std Error DFDen t Ratio Prob>|t| Intercept 37.769 0.852 10.414 44.35 <.0001 Shelf.Temp(-13,-3) -5.509 0.572 10.312 -9.63 Fill.volume(6,9) 8.320 0.576 10.223 14.45 Chamber.Pressure(50,150) -3.171 0.613 9.855 -5.17 0.0004 DS.conc(10,50) 3.355 0.573 10.493 5.85 0.0001 Freezing.rate(0.2,1) 2.455 0.587 10.279 4.18 0.0018 Instrument[1] -0.332 0.497 10.442 -0.67 0.5184 Fill.volume*Shelf.Temp -2.089 0.665 10.624 -3.14 0.0097 Chamber.Pressure*Chamber.Pressure 2.801 1.100 10.192 2.55 0.0287 tc.loc[front] -0.994 0.299 92.461 -3.33 0.0013 tc.loc[middle] 3.749 0.248 92.430 15.09 tc.tray[bottom] -0.164 0.190 92.423 -0.86 0.39

Was DSD a good choice? Final model has: Six main effects: Vial Fill Volume, Shelf Temperature, Drug Substance Concentration, Chamber Pressure, Freezing Rate, and Instrument One quadratic effect for chamber pressure One two-factor interaction: Fill Volume*Shelf Temperature Location effects within run: tray position and thermocouple location Definitive screening design proved to be a success. No follow-up study is needed to further understand and optimize the freeze-drying process. Another monoclonal antibody showed excellent agreement with this model.

Conclusions and Future Work Process understanding An eight parameter mAb lyophilization DoE was completed, testing both formulation and process variables. The DoE may enable improved selection of formulation and process parameters for new lyophilization candidates and highlights relationships between parameters and product/process attributes. This study can be augmented to expand the design space to a lower shelf temperature, fill volume, instrument type, etc. Business impact Significant savings in time and drug substance quantity for delivering drugs for clinical studies. Several other drugs were developed using knowledge from this study.

References B. Jones, C.J. Nachtsheim (2011) “A Class of Three-Level Designs for Definitive Screening in the Presence of Second-Order Effects” Journal of Quality Technology, 43:1, 1-15 J. Goldman, H. More, O. Yee et al, “Optimization of Primary Drying in Lyophilization During Early-Phase Drug Development Using a Definitive Screening Design With Formulation and Process Factors” J Pharm Sci 2018 Oct 8; 107(10): 2592-2600

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