期刊文献+

基于CA的可降解药物控释系统建模与仿真 被引量:3

New Model and Simulation for Biodegradable Controlled Drug Delivery System Based on CA
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摘要 建立了基于元胞自动机(CA)的生物可降解材料药物控释系统的释药模型,并对基于表面降解材料的基质型以及多腔体微型生物可降解材料药物控释系统分别进行了释药过程的计算机仿真,解决了目前存在的药物释放数学模型只能处理边界条件相对简单的几何结构的问题。结果表明,该模型实现了对上述两种类型药物控释系统的瞬时释药特性的描述,为药物控释系统的优化设计提供了一种新的途径。 The biodegradable controlled-release system with large array of micro chambers is a new controlled drug delivery system. However, most of mathematic models of drug delivery system employed now are only applicable to the cases of relative simple geometry and boundary conditions. So a new mathematical model for biodegradable controlled drug delivery system based on Cellular Automata (CA) was proposed. Furthermore, simulations about two drug release approaches corresponding to this new model were carried out, which are biodegradable controlled release system with large array of micro chambers and matrix system respectively. The simulations can describe the transient behaviour of drug delivery system. The results show that the introduced mathematical model can be acted as the basis of a new optimal design methodology for biodegradable controlled drug delivery system.
出处 《系统仿真学报》 EI CAS CSCD 北大核心 2007年第1期183-186,189,共5页 Journal of System Simulation
基金 国家自然科学基金(50375116) 国家863计划课题资助(2003AA404170)
关键词 药物控释系统 元胞自动机(CA) 释药模型 计算机仿真 drug delivery system Cellular Automata(CA) drug release model simulation
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参考文献12

  • 1N Faisanta,J Siepmannb,J Richardc,J P Benoita.Mathematical modeling of drug release from bioerodible microparticles:effect of gamma-irradiation[J].European Journal of Pharmaceutics and Biopharmaceutics (S0939-6411),2003,56(2):271-279.
  • 2J Siepmann,A Gopferich.Mathematical modeling of bioerodible,polymeric drug delivery systems[J].Advanced Drug Delivery Reviews (S0169-409X),2001,48:229-247.
  • 3Paulo Costa,Jose Manuel Sousa Lobo.Modeling and comparison of dissolution profiles[J].European Journal of Pharmaceutical Sciences (S0928-0987),2001,13(2):123-133.
  • 4H B Hopfenberg.Controlled release from erodible slabs,cylinders,and spheres[C]//in:D.R.Paul,F.W.Harris (Eds.),ACS Symp.Ser.No.33.American Chemical Society,Washington,Controlled Release Polymeric Formulations.1976.
  • 5Higuchi,T Rate of release of medicaments from ointment bases containing drugs in suspension[J].J.Pharm.Sci (S1461-5347),1961,50(2):874-875.
  • 6R W Baker,H S Lonsdale.Controlled release:mechanisms and rates[C]// In:A C Taquary,R E Lacey (Eds.).Controlled Release of Biologically Active Agents.Plenum Press,New York.1974.
  • 7Ritger PL,Peppas NA.A simple equation for description of solute release.II.Fickian and anomalous release from swellable devices[J].J Controlled Release (S0168-3659),1987,5(1):37-42.
  • 8K Zygourakis.Development and temporal evolution of erosion fronts in bioerodible controlled release devices[J].Chemical Engineering Science (S0009-2509),1990,45(8):2359-2366.
  • 9Ren Yang,Tianning Chen.Fabrication of Biodegradable Polymer (PLGA) Microstructures and Applications in Controlled Drug Delivery[C]// Proceedings of SPIE.2004.
  • 10Zygourakis K.Computer-aided design of bioerodible devices with optimal release characteristics:a cellular automata approach[J].Biomaterials (S0142-9612),1996,17(2):125-135.

二级参考文献36

  • 1Howard A.Gutowitz,Introduction[J].Physica D,1990,45:vii-xiv.
  • 2S.Wolfram.University and Complexity in Cellular Automata[J].Physica D,1984,10(1):1-35.
  • 3P.Bardell,Ana1ysis of cellular automata used as pseudoradom pattern gnerators[C].In Proceedings of the on IEEE International Test Conference,IEEE Press,Piscataway,NJ,1990,762-768.
  • 4Kevin Cattell.Jon C.Muzio.Analysis of One-Dimensional Linear Hybrid Cellular Automata over GF(q)[C].IEEE Transactions on Computers,1996,45(7):782-791.
  • 5B.K.Kar.On Explicity Expressions in Additive Cellular Automata Theory[J].Information Sciences,1993,72:83-103.
  • 6N.Pitsianis,Ph.Tsalides,G.L Bleris,A.Thanailakis,H.C.Card,Deterministic One-dimensional Cellular Automata[J].Journal of Statistical Physics,1989,56(1/2):99-112.
  • 7Shin-ichi Tadaki.Shinya Matsufuji.Periodicity in one-dimensional finite linear cellular automata[J].Progress of Theoretical Physics,1993,89(2).
  • 8Farmer D,Toffoli T,Stephen Wolfram.Cellular Automata[J].Physica D,1984,10(1).
  • 9E.F.Moore.Machine Models of self-reproduction[J].Proc.Symp.Appl,Math,1962,14:17-33.
  • 10J.Myhill,The converse to Moors's Gardgh-of-Eden theorem[J].Proc.Am.Math.Soc.,1963,14:685-686.

共引文献8

同被引文献37

  • 1于乃功,阮晓钢.细胞自动机及其在菌体生长建模仿真中的应用[J].系统仿真学报,2004,16(12):2651-2654. 被引量:10
  • 2施小民,刘曾荣.An Intracellular Calcium Oscillations Model Including Mitochondrial Calcium Cycling[J].Chinese Physics Letters,2005,22(12):3206-3209. 被引量:1
  • 3Siparsky G L, Voorhees K J, Miao F. Hydrolysis of polylactic acid (PLA) and polyeaprolactone (PCL) in aqueous aeetonitrile solutions: autoeatalysis[J]. J. Environ. Polym. Degmd., 1998, 6(1): 31- 41.
  • 4Albertsson A C, Ljurlgquist O. Degradable polyesters as biomaterials [J]. Acta Polymerica, 1988,39(1-2) :95-104.
  • 5Zong X H, Wang Z G, Hsiao B S, et al. Structure and morphology changes in absorbable poly(glycolide) and poly(glycolide-eo-lactide) during in vitro degradation [ J ]. Maeromoleeules, 1999, 32 ( 24 ) : 8107-8114.
  • 6Grizzi I, Garreau H, Li S, et al. Hydrolytic degradation of devices based on poly [ DL- lactic acid ] size dependence [ J ]. Biomaterials, 1995, 16(4): 305-311.
  • 7Thombre A G, Himmelstein K J. A simultaneous transport-reaction model for controlled drug delivery from catalyzed bioerodible polymer matrices [J]. AIChEJ., 1985, 31(5): 759-766.
  • 8Joshi A, Himmelstein K J. Dynamics of controlled release from bioerodible matrices [J]. J. Control. Rel., 1991, 15 (2): 95- 104.
  • 9Rothstein S N, Federspiel W J, Little S R. A unified mathematical model for the pridietion of controlled release from surface and bulk eroding polymer matriees [J]. Biomaterials, 2009, 30 (8) : 1657- 1664.
  • 10Siepmann J, Elkharraz K, Siepmann F, et al. How autoeatalysis accelerates drug release form PLGA based microparticles: a quantitative treatment [J]. Biomacromolecules, 2005, 6 (4) : 2312- 2319.

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