Department of Mechanical Engineering, University College London, Torrington Place, London WC1E 7JE, UK.
Int J Pharm. 2012 Oct 15;436(1-2):214-32. doi: 10.1016/j.ijpharm.2012.06.059. Epub 2012 Jul 7.
This review aims to awake an interest in the determination of the tensile strength of tablets of various shapes using a variety of direct and indirect test methods. The United States Pharmacopoeia monograph 1217 (USP35/NF30, 2011) has provided a very good approach to the experimental determination of and standards for the mechanical strength of tablets. Building on this monograph, it is hoped that the detailed account of the various methods provided in this review will encourage industrial and academic scientists involved in the development and manufacture of tablet formulations to take a step forward and determine the tensile strength of tablets, even if these are not simply flat disc-shaped or rectangular. To date there are a considerable number of valid test configurations and stress equations available, catering for many of the various shapes of tablets on the market. The determination of the tensile strength of tablets should hence replace the sole determination of a breaking force, because tensile strength values are more comparable and suggestions for minimum and/or maximum values are available. The review also identifies the gaps that require urgent filling. There is also a need for further analysis using, for example, Finite Element Method, to provide correct stress solutions for tablets of differing shapes, but this also requires practical experiments to find the best loading conditions, and theoretical stress solutions should be verified with practical experiments.
本综述旨在唤起人们对使用各种直接和间接测试方法测定各种形状片剂的拉伸强度的兴趣。美国药典专论 1217(USP35/NF30,2011)为片剂机械强度的实验测定和标准提供了非常好的方法。在此专论的基础上,希望本综述中详细介绍的各种方法能够鼓励从事片剂配方开发和制造的工业和学术科学家向前迈进一步,即使这些片剂不是简单的扁平圆盘形或矩形,也要测定片剂的拉伸强度。迄今为止,有相当数量的有效测试配置和应力方程可供使用,适用于市场上的许多不同形状的片剂。因此,片剂的拉伸强度测定应该取代单一的断裂力测定,因为拉伸强度值更具可比性,并且可以提供最小值和/或最大值的建议。该综述还确定了需要紧急填补的空白。还需要使用有限元方法等进行进一步分析,为不同形状的片剂提供正确的应力解,但这也需要实际实验来找到最佳的加载条件,并且理论应力解应该用实际实验来验证。