Apparent Young's elastic modulus and radial recovery for some tableted pharmaceutical excipients

被引:20
|
作者
Kachrimanis, K [1 ]
Malamataris, S [1 ]
机构
[1] Univ Thessaloniki, Dept Pharm, Lab Pharmaceut Technol, Thessaloniki 54124, Greece
关键词
Young's modulus; compressive testing; radial elastic recovery; tableting;
D O I
10.1016/j.ejps.2003.10.014
中图分类号
R9 [药学];
学科分类号
1007 ;
摘要
The effects of compact size and of powder particle size on the determination of "apparent" compressive Young's modulus of elasticity, E, were evaluated, for three pharmaceutical excipients (Microcrystalline cellulose, MCC, Calcium hydrogen phosphate dihydrate, CHPD, and pregelatinized starch, PGS) differing in deformational behaviour during compression. One- and two-compact (composite) specimens were employed and the equations of Spriggs [J. Am. Ceram. Soc. 44 (1961) 628] and Phani & Niyogi [J. Mater. Sci. 22 (1987) 257] were employed for prediction of E, at zero and 0.15 porosity (E-0 and E-0.15). It was found that E-0 and E-0.15 are affected by the particle size, in the case of PGS, but by the compact size and assembly in the case of MCC and CHPD. Reduction in E0 and EO,15 values for two-compact assembly corresponded to large and medium compact size only of MCC and CHPD, while specimen assembly was not affecting significantly the experimental data if small compacts of MCC and CHPD or any size compacts of PGS were used. The exponent f of the Phani and Niyogi equation has been considered as parameter of pore structure and particle morphology. It was significantly affected by the compact size of all the excipients, by the two-compact assembly of MCC and CHPD and by the particle size of CHPD and PGS. Absence of significant particle size effect on the parameter f for the case of MCC is attributed to the elongated particle shape, while the highly significant one for the case of PGS is explained by the extensive elasto-plastic deformation during compression, which is greatly dependent on the grain size. Values of the % radial elastic recovery (%RR), at porosity 0 and 0.15, were determined and correlation of the experimental data was attempted to Young's modulus (E). A simple linear equation is proposed for prediction of Young's modulus, E, from %RR, at least in the porosity range between 0.1 and 0.3 (representative of commercial pharmaceutical tablets), but use of %RR instead to E is applicable only under many limitations. (C) 2003 Elsevier B.V. All rights reserved.
引用
收藏
页码:197 / 207
页数:11
相关论文
共 50 条
  • [41] Super elastic functional β titanium alloy with low Young's modulus for biomedical applications
    Niinomi, M.
    Akahori, T.
    Hattori, Y.
    Morikaw, K.
    Kasuga, T.
    Fukui, H.
    Suzuki, A.
    Kyo, K.
    Niwa, S.
    TITANIUM, NIOBIUM, ZIRCONIUM, AND TANTALUM FOR MEDICAL AND SURGICAL APPLICATIONS, 2006, 1471 : 135 - +
  • [42] Measuring system of Young's elastic modulus with non-diffraction Bassel beam
    Huang, Yi-Jun
    Liu, Jin-Ling
    Hu, Wei-Dong
    Jiguang Yu Hongwai/Laser and Infrared, 2003, 33 (03):
  • [43] On the Links Between Elastic Constants and Effective Elastic Behavior of Pharmaceutical Compacts: Importance of Poisson's Ratio and Use of Bulk Modulus
    Mazel, Vincent
    Busignies, Virginie
    Diarra, Harona
    Tchoreloff, Pierre
    JOURNAL OF PHARMACEUTICAL SCIENCES, 2013, 102 (11) : 4009 - 4014
  • [44] Estimation of Young's modulus of pharmaceutical tablet obtained by terahertz time-delay measurement
    Peiponen, Kai-Erik
    Bawuah, Prince
    Chakraborty, Mousumi
    Juuti, Mikko
    Zeitler, J. Axel
    Ketolainen, Jarkko
    INTERNATIONAL JOURNAL OF PHARMACEUTICS, 2015, 489 (1-2) : 100 - 105
  • [45] AFM as an alternative for Young's modulus determination in ceramic materials in elastic deformation regime
    Roa, J. J.
    Oncins, G.
    Dias, F. T.
    Vieira, V. N.
    Schaf, J.
    Segarra, M.
    PHYSICA C-SUPERCONDUCTIVITY AND ITS APPLICATIONS, 2011, 471 (17-18): : 544 - 548
  • [46] Analysis of in-plane elastic modulus for a hexagonal honeycomb core (2nd report, analysis of young's modulus and shear modulus)
    Department of Mechanical Engineering, Tokyo University of Science, 1-3 Kagurazaka, Shinjuku-ku, Tokyo, 162-8601, Japan
    Nihon Kikai Gakkai Ronbunshu A, 2007, 5 (595-602):
  • [47] Investigation of PDMS based bi-layer elasticity via interpretation of apparent Young's modulus
    Sarrazin, Baptiste
    Brossard, Remy
    Guenoun, Patrick
    Malloggi, Florent
    SOFT MATTER, 2016, 12 (07) : 2200 - 2207
  • [48] Correlation between Surface Stress and Apparent Young's Modulus of Top-Down Silicon Nanowires
    Pennelli, Giovanni
    Totaro, Massimo
    Nannini, Andrea
    ACS NANO, 2012, 6 (12) : 10727 - 10734
  • [49] The effect of confining pressure on elastic wave velocities and dynamic to static Young's modulus ratio
    Asef, Mohammad Reza
    Najibi, Ali Reza
    GEOPHYSICS, 2013, 78 (03) : D135 - D142
  • [50] Elastic shell model: Effect of Young's Modulus on the vibration of double-walled CNTs
    Hussain, Muzamal
    Asghar, Sehar
    Khadimallah, Mohamed Amine
    Ayed, Hamdi
    Banoqitah, Essam Mohammed
    Loukil, Hassen
    Ali, Imam
    Mahmoud, S. R.
    Tounsi, Abdelouahed
    ADVANCES IN CONCRETE CONSTRUCTION, 2022, 13 (06) : 471 - 479