Abstract
The current work extends the application of the Lyophilization and Process Optimization Tool (LyoPRONTO) from the deterministic (Shivkumar et al. AAPS PharmSciTech 2019;20(8):1–17) to the probabilistic approach taking into account the process parameters variations and uncertainties in the primary drying cycle. The step-by-step tutorial of using the online tool which includes the examples of freezing and primary drying calculator usage, design space generation, and primary drying optimization to create more efficient cycles is presented. In addition, the upgraded optimization procedure is shown which provides more flexibility towards practical applications. The tutorial includes the detailed test cases with thorough instructions. Also, the additional experimental validation is provided for the probabilistic approach.
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References
Searles J. Observation and implications of sonic water vapor flow during freeze-drying. Am Pharm Rev. 2004;7:58–69.
Pikal MJ. Use of laboratory data in freeze drying process design: heat and mass transfer coefficients and the computer simulation of freeze drying. PDA J Pharm Sci Technol. 1985;39(3):115–39.
Nail SL, Searles JA. Elements of quality by design in development and scale-up of freeze-dried parenterals. BioPharm Int. 2008;21(1):44.
Fissore D, Barresi AA. Scale-up and process transfer of freeze-drying recipes. Dry Technol. 2011;29(14):1673–84.
Assegehegn G, Brito-de la Fuente E, Franco JM, Gallegos C. The importance of understanding the freezing step and its impact on freeze-drying process performance. J Pharm Sci. 2019;108(4):1378–95.
Geidobler R, Winter G. Controlled ice nucleation in the field of freeze-drying: fundamentals and technology review. Eur J Pharm Biopharm. 2013;85(2):214–22.
Shivkumar G, Kshirsagar V, Zhu T, Sebastiao IB, Nail SL, Sacha GA, Alexeenko AA. Freeze-dryer equipment capability limit: comparison of computational modeling with experiments at laboratory scale. J Pharm Sci. 2019a;108(9):2972–81.
Koganti VR, Shalaev EY, Berry MR, Osterberg T, Youssef M, Hiebert DN, et al. Investigation of design space for freeze-drying: use of modeling for primary drying segment of a freeze-drying cycle. AAPS PharmSciTech. 2011;12(3):854–61.
Pikal MJ, Roy ML, Shah S. Mass and heat transfer in vial freeze-drying of pharmaceuticals: role of the vial. J Pharm Sci. 1984;73(9):1224–37.
Ganguly A, Alexeenko AA, Schultz SG, Kim SG. Freeze-drying simulation framework coupling product attributes and equipment capability: toward accelerating process by equipment modifications. Eur J Pharm Biopharm. 2013;85(2):223–35.
Tchessalov S, Dassu D, Latshaw D, Nulu S. An industry perspective on the application of modeling to lyophilization process scale up and transfer. Am Pharm Rev. 2017;20.
Rajniak P, Moreira J, Tsinontides S, Pham D, Bermingham S. Integrated use of mechanistic models and targeted experiments for development, scale-up and optimization of lyophilization cycles: a single vial approach for primary drying. Dry Technol. 2020:1–16.
Kuu WY, Nail SL, Sacha G. Rapid determination of vial heat transfer parameters using tunable diode laser absorption spectroscopy (TDLAS) in response to step-changes in pressure set-point during freeze-drying. J Pharm Sci. 2009;98(3):1136–54.
Rambhatla S, Pikal MJ. Heat and mass transfer scale-up issues during freeze-drying, I: atypical radiation and the edge vial effect. AAPS PharmSciTech. 2003;4(2):22–31.
Pikal MJ, Shah S, Senior D, Lang JE. Physical chemistry of freeze-drying: measurement of sublimation rates for frozen aqueous solutions by a microbalance technique. J Pharm Sci. 1983;72(6):635–50.
Kuu WY, Hardwick LM, Akers MJ. Rapid determination of dry layer mass transfer resistance for various pharmaceutical formulations during primary drying using product temperature profiles. Int J Pharm. 2006;313(1–2):99–113.
Kuu WY, O’Bryan KR, Hardwick LM, Paul TW. Product mass transfer resistance directly determined during freeze-drying cycle runs using tunable diode laser absorption spectroscopy (TDLAS) and pore diffusion model. Pharm Dev Technol. 2011;16(4):343–57.
Patel SM, Chaudhuri S, Pikal MJ. Choked flow and importance of Mach I in freeze-drying process design. Chem Eng Sci. 2010;65(21):5716–27.
Nail S, Tchessalov S, Shalaev E, Ganguly A, Renzi E, Dimarco F, et al. Recommended best practices for process monitoring instrumentation in pharmaceutical freeze drying—2017. AAPS PharmSciTech. 2017;18(7):2379–93.
Kshirsagar V, Tchessalov S, Kanka F, Hiebert D, Alexeenko A. Determining maximum sublimation rate for a production lyophilizer: computational modeling and comparison with ice slab tests. J Pharm Sci. 2019;108(1):382–90.
Pikal MJ, Pande P, Bogner R, Sane P, Mudhivarthi V, Sharma P. Impact of natural variations in freeze-drying parameters on product temperature history: application of quasi steady-state heat and mass transfer and simple statistics. AAPS PharmSciTech. 2018;19(7):2828–42.
Greco K, Mujat M, Galbally-Kinney KL, Hammer DX, Ferguson RD, Iftimia N, et al. Accurate prediction of collapse temperature using optical coherence tomography-based freeze-drying microscopy. J Pharm Sci. 2013;102(6):1773–85.
Shivkumar G, Kazarin PS, Strongrich AD, Alexeenko AA. LyoPRONTO: an open-source lyophilization process optimization tool. AAPS PharmSciTech. 2019b;20(8):1–17.
Scutella B, Passot S, Bourlés E, Fonseca F, Tréléa IC. How vial geometry variability influences heat transfer and product temperature during freeze-drying. J Pharm Sci. 2017;106(3):770–8
Scutella B, Trelea IC, Bourlés E, Fonseca F, Passot S. Determination of the dried product resistance variability and its influence on the product temperature in pharmaceutical freeze-drying. Eur J Pharm Biopharm. 2018;128:379–88.
Sane P, Varma N, Ganguly A, Pikal M, Alexeenko A, Bogner RH. Spatial variation of pressure in the lyophilization product chamber part 2: experimental measurements and implications for scale-up and batch uniformity. AAPS PharmSciTech. 2017;18(2):369–80.
Bano G, De-Luca R, Tomba E, Marcelli A, Bezzo F, Barolo M. Primary drying optimization in pharmaceutical freeze-drying: a multivial stochastic modeling framework. Ind Eng Chem Res. 2020;59(11):5056–71.
Vanbillemont B, Nicolaï N, Leys L, De Beer T. Model-based optimisation and control strategy for the primary drying phase of a lyophilisation process. Pharmaceutics. 2020;12(2):181.
McKay MD, Morrison JD, Upton SC. Evaluating prediction uncertainty in simulation models. Comput Phys Commun. 1999;117(1–2):44–51.
Adhikari N, Zhu T, Jameel F, Tharp T, Shang S, Alexeenko A. Sensitivity study to assess the robustness of primary drying process in pharmaceutical lyophilization. J Pharm Sci. 2020;109(2):1043–9.
Hunt M, Haley B, McLennan M, Koslowski M, Murthy J, Strachan A. PUQ: A code for non-intrusive uncertainty propagation in computer simulations. Comput. Phys. Commun. 2015;194:97–107.
Fissore D, Pisano R. Computer-aided framework for the design of freeze-drying cycles: optimization of the operating conditions of the primary drying stage. Processes 2015;3(2):406–421.
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Kazarin, P., Alexeenko, A. (2023). LyoPRONTO: Deterministic and Probabilistic Modeling – Tutorial and Case Study. In: Jameel, F. (eds) Principles and Practices of Lyophilization in Product Development and Manufacturing . AAPS Advances in the Pharmaceutical Sciences Series, vol 59. Springer, Cham. https://doi.org/10.1007/978-3-031-12634-5_15
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DOI: https://doi.org/10.1007/978-3-031-12634-5_15
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