Mazel Vincent, Diarra Harona, Busignies Virginie, Tchoreloff Pierre
Université Paris-Sud, Matériaux et Santé, Chatenay Malabry, 92296, France.
J Pharm Sci. 2014 Apr;103(4):1305-8. doi: 10.1002/jps.23898. Epub 2014 Feb 12.
Mechanical strength is an important quality attribute of the tablets produced in the pharmaceutical industry. The three-point bending test is one of the methods described by the United States (US) pharmacopeia to test this property. In this work, finite element method modeling was perform to study the stress distribution in a round, flat tablet submitted to this test and to verify whether the equation given by US pharmacopeia to calculate the tensile strength could be used without restrictions. For this test, the center of the lower face of the tablet was submitted to the highest tensile stress and, at this point, the stress state was nearly uniaxial. This test is thus well suited to measure the tensile strength of pharmaceutical tablets. Moreover, simulations were performed with a large range of geometrical dimensions using the dimensionless parameters D/L and h/D (where D is the tablet diameter, h is the tablet thickness, and L is the distance between the supports). In order to obtain the value of the tensile strength with a good precision when using the equation given by the US pharmacopeia, the measurements should only be performed in a restricted area of the domain defined by D/L and h/D.
机械强度是制药行业生产的片剂的一项重要质量属性。三点弯曲试验是美国药典描述的用于测试该属性的方法之一。在这项工作中,进行了有限元方法建模,以研究圆形扁平片剂在该试验中的应力分布,并验证美国药典给出的计算拉伸强度的公式是否可以无限制地使用。对于该试验,片剂下表面的中心承受最高拉应力,在这一点上,应力状态几乎是单轴的。因此,该试验非常适合测量药片片剂的拉伸强度。此外,使用无量纲参数D/L和h/D(其中D是片剂直径,h是片剂厚度,L是支撑之间的距离)对大范围的几何尺寸进行了模拟。为了在使用美国药典给出的公式时高精度地获得拉伸强度值,测量应仅在由D/L和h/D定义的域的受限区域内进行。