首页> 外文期刊>Journal of Pharmaceutical and Biomedical Analysis: An International Journal on All Drug-Related Topics in Pharmaceutical, Biomedical and Clinical Analysis >Automated simultaneous triple dissolution profiles of two drugs, sulphamethoxazole-trimethoprim and hydrochlorothiazide-captopril in solid oral dosage forms by a multicommutation flow-assembly and derivative spectrophotometry.
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Automated simultaneous triple dissolution profiles of two drugs, sulphamethoxazole-trimethoprim and hydrochlorothiazide-captopril in solid oral dosage forms by a multicommutation flow-assembly and derivative spectrophotometry.

机译:通过多交换流动组装和导数分光光度法,固体口服剂型中的两种药物,磺胺甲恶唑-甲氧苄啶和氢氯噻嗪-卡托普利的同时自动三重溶出曲线。

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This article deals with the simultaneous determination of three dissolution profiles with the aid of the new and emerging continuous-flow methodology known as multicommutation. This methodology is based on a flow network of a set of solenoid valves controlled by the computer and acting as independent multicommutators to allow the easy and automated control of flowing solutions. The obtained three dissolution profiles from one dosage form are the whole formulation profile or "global profile" recommended by pharmacopoeias, and, at same time, are recorded two "individual" profiles from two drugs present in the formulation. This is the second attempt to obtain simultaneously three dissolution profiles with a single spectrophotometric detector and the first with the multicommutation methodology. The selected pharmaceutical formulations contained a couple of active principles with overlapped spectra, namely sulphamethoxazole and trimethoprim or hydrochlorothiazide and captopril. The obtained empirical plots profiles fitted with the Higuchi equation also known as the three-parameter equation.
机译:本文借助被称为多重换向的新型连续流方法,同时测定三种溶出曲线。该方法基于计算机控制的一组电磁阀的流动网络,并充当独立的多换向器,从而可以轻松,自动地控制流动的溶液。从一种剂型中获得的三个溶出度分布是药典建议的整个制剂分布或“整体分布”,并且同时记录了制剂中存在的两种药物的两个“个体”分布。这是第二次尝试使用单个分光光度检测器同时获得三个溶出曲线的尝试,第一次尝试采用多换向方法。选定的药物制剂包含一些具有重叠光谱的活性成分,即磺胺甲恶唑和甲氧苄啶或氢氯噻嗪和卡托普利。所获得的经验曲线轮廓符合Higuchi方程,也称为三参数方程。

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