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Quadratic ODE and PDE Models of Drug Release Kinetics from Biodegradable Polymers

机译:生物可降解聚合物释放动力学的二次ODE和PDE模型

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In order to achieve prescribed drug release kinetics over long therapeutic periods, bi-phasic and possibly multi-phasic releases from blends of biodegradable polymers are currently envisioned. The modelling of drug release in the presence of degradation of the polymer matrix and surface erosion is quite complex. Yet, simple reliable mathematical models validated against experimental data are now available to help in classifying neat polymers and in predicting the release dynamics from polymer blends. In this paper, we survey a two-parameter quadratic ODE model that has been validated against experimental data for the release of paclitaxel from a broad range of biodegradable polymers and a quadratic semi-permeable membrane PDE model that mimics the ODE model and could readily be extended to drug eluding stents.
机译:为了在长的治疗期间内达到规定的药物释放动力学,目前设想了可生物降解的聚合物共混物的双相和可能多相释放。在聚合物基质降解和表面腐蚀的情况下,药物释放的模型非常复杂。但是,现在可以使用针对实验数据进行验证的简单可靠的数学模型,以帮助对纯聚合物进行分类并预测聚合物共混物的释放动力学。在本文中,我们调查了一个两参数二次ODE模型,该模型已针对大量可生物降解的聚合物释放紫杉醇的实验数据进行了验证,而二次半渗透膜PDE模型模仿了ODE模型,并且很可能是扩展到药物洗脱支架。

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