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冷冻干燥工艺开发与放大:边缘小瓶与中心小瓶传热系数K的放大

Freeze-Drying Process Development and Scale-Up: Scale-Up of Edge Vial Versus Center Vial Heat Transfer Coefficients, K.

作者信息

Pikal Michael J, Bogner Robin, Mudhivarthi Vamsi, Sharma Puneet, Sane Pooja

机构信息

School of Pharmacy, University of Connecticut, Storrs, Connecticut 06269.

School of Pharmacy, University of Connecticut, Storrs, Connecticut 06269.

出版信息

J Pharm Sci. 2016 Nov;105(11):3333-3343. doi: 10.1016/j.xphs.2016.07.027. Epub 2016 Sep 22.

Abstract

This report presents calculations of the difference between the vial heat transfer coefficient of the "edge vial" and the "center vial" at all scales. The only scale-up adjustment for center vials is for the contribution of radiation from the shelf upon which the vial sits by replacing the emissivity of the laboratory dryer shelf with the emissivity of the production dryer shelf. With edge vials, scales-up adjustments are more complex. While convection is not important, heat transfer from the wall to the bands (surrounding the vial array) by radiation and directly from the band to the vials by both radiation and conduction is important; this radiation heat transfer depends on the emissivity of the vial and the bands and is nearly independent of the emissivity of the dryer walls. Differences in wall temperatures do impact the edge vial effect and scale-up, and estimates for wall temperatures are needed for both laboratory and manufacturing dryers. Auto-loading systems (no bands) may give different edge vial heat transfer coefficients than when operating with bands. Satisfactory agreement between theoretical predictions and experimental values of the edge vial effect indicate that results calculated from the theory are of useful accuracy.

摘要

本报告给出了在所有规模下“边缘小瓶”和“中心小瓶”的小瓶传热系数之差的计算结果。对于中心小瓶,唯一的放大调整是针对小瓶所在搁板的辐射贡献,即将实验室干燥器搁板的发射率替换为生产干燥器搁板的发射率。对于边缘小瓶,放大调整更为复杂。虽然对流不重要,但通过辐射从壁面到带(围绕小瓶阵列)以及通过辐射和传导直接从带向小瓶的传热很重要;这种辐射传热取决于小瓶和带的发射率,并且几乎与干燥器壁面的发射率无关。壁面温度的差异确实会影响边缘小瓶效应和放大,并且实验室和生产干燥器都需要壁面温度的估计值。自动装载系统(无带)可能会给出与有带运行时不同的边缘小瓶传热系数。边缘小瓶效应的理论预测与实验值之间的良好一致性表明,从理论计算得出的结果具有有用的准确性。

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