Investigating the effect of tablet thickness and punch curvature on density distribution using finite elements method

被引:35
|
作者
Diarra, Harona [1 ,2 ]
Mazel, Vincent [1 ]
Busignies, Virginie [1 ,2 ]
Tchoreloff, Pierre [1 ]
机构
[1] Univ Bordeaux, Lab Pharm Galen & Biopharm, 12M, CNRS,UMR 5295, F-33076 Bordeaux, France
[2] Univ Paris 11, F-92296 Chatenay Malabry, France
关键词
FEM simulation; Die compression; Convex faced tablet; Density distribution; DIE COMPACTION; PHARMACEUTICAL PRODUCTS; CYLINDRICAL TABLETS; COMPRESSION; SIMULATION; STRENGTH; POWDERS;
D O I
10.1016/j.ijpharm.2015.07.030
中图分类号
R9 [药学];
学科分类号
1007 ;
摘要
Finite elements method was used to study the influence of tablet thickness and punch curvature on the density distribution inside convex faced (CF) tablets. The modeling of the process was conducted on 2 pharmaceutical excipients (anhydrous calcium phosphate and microcrystalline cellulose) by using Drucker-Prager Cap model in Abaqus (R) software. The parameters of the model were obtained from experimental tests. Several punch shapes based on industrial standards were used. A flat-faced (FF) punch and 3 convex faced (CF) punches (8R11, 8R8 and 8R6) with a diameter of 8 mm were chosen. Different tablet thicknesses were studied at a constant compression force. The simulation of the compaction of CF tablets with increasing thicknesses showed an important change on the density distribution inside the tablet. For smaller thicknesses, low density zones are located toward the center. The density is not uniform inside CF tablets and the center of the 2 faces appears with low density whereas the distribution inside FF tablets is almost independent of the tablet thickness. These results showed that FF and CF tablets, even obtained at the same compression force, do not have the same density at the center of the compact. As a consequence differences in tensile strength, as measured by diametral compression, are expected. This was confirmed by experimental tests. (C) 2015 Elsevier B.V. All rights reserved.
引用
收藏
页码:121 / 128
页数:8
相关论文
共 50 条
  • [21] PROBLEMS OF CROSSLINKAGE IN USING METHOD OF FINITE-ELEMENTS
    FRANECK, H
    RECKE, HG
    MASCHINENBAUTECHNIK, 1974, 23 (06): : 279 - 282
  • [22] The impurities diffusion in the semiconductors using the finite elements method
    Schiopu, P
    Lakatos, E
    Degeratu, V
    Stefan, C
    Ivan, S
    CAS'98 PROCEEDINGS - 1998 INTERNATIONAL SEMICONDUCTOR CONFERENCE, 21ST EDITION, VOLS 1 AND 2, 1998, : 387 - 390
  • [23] Generation of beam elements using the finite difference method
    Tuominen, P.
    Jaako, T.
    Computers and Structures, 1992, 44 (1-2): : 223 - 227
  • [24] Modeling of coal stockpiles using a finite elements method
    Ozdeniz, A. H.
    Sensogut, C.
    ENERGY SOURCES PART A-RECOVERY UTILIZATION AND ENVIRONMENTAL EFFECTS, 2008, 30 (08) : 723 - 733
  • [25] Investigation on the Effect of Test Parameters on Small Punch Creep Tests by Finite Element Method
    Wang, JianPing
    Chen, Gang
    Zhai, PengCheng
    Zhang, QingJie
    MULTISCALE, MULTIFUNCTIONAL AND FUNCTIONALLY GRADED MATERIALS, 2010, 631-632 : 393 - +
  • [27] Examining the Distribution of Strength across the Thickness of Reinforced Concrete Elements Subject to Sulphate Corrosion Using the Ultrasonic Method
    Stawiski, Bohdan
    Kania, Tomasz
    MATERIALS, 2019, 12 (16)
  • [28] Effect of substrate curvature on thickness distribution of polydimethylsiloxane thin film in spin coating process
    Yan, Ying
    Zhou, Ping
    Zhang, Shang-Xiong
    Guo, Xiao-Guang
    Guo, Dong-Ming
    CHINESE PHYSICS B, 2018, 27 (06)
  • [29] Investigation of hydrostatic counter pressure effect on thickness distribution in Hydromechanical deep drawing process with hemispherical punch
    Jamshidifard, S.
    Ziaeipoor, H.
    Moosavi, H.
    Khademizadeh, H.
    ADVANCED MANUFACTURING ENGINEERING, QUALITY AND PRODUCTION SYSTEMS, 2010, : 160 - 168
  • [30] Effect of substrate curvature on thickness distribution of polydimethylsiloxane thin film in spin coating process
    闫英
    周平
    张尚雄
    郭晓光
    郭东明
    Chinese Physics B, 2018, (06) : 481 - 489