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保证多指标成分含量稳定的中药材最优化调配方法
引用本文:杨辉华,王勇,章弘扬,梁琼麟,王义明,罗国安.保证多指标成分含量稳定的中药材最优化调配方法[J].高等学校化学学报,2007,28(10):1863-1868.
作者姓名:杨辉华  王勇  章弘扬  梁琼麟  王义明  罗国安
作者单位:1. 清华大学中药现代化研究中心,北京,100084;桂林电子科技大学计算机与控制学院,桂林,541004
2. 清华大学中药现代化研究中心,北京,100084;华东理工大学中药现代化工程中心,上海,200237
3. 清华大学中药现代化研究中心,北京,100084
基金项目:国家重点基础研究发展计划(973计划) , 攻关项目 , 中国博士后科学基金 , 广西科学基金
摘    要:提出了一种利用HPLC指纹图谱测定中药材多指标成分含量, 再运用线性、非线性最优化理论调配中药材, 从而保证中药材调配物多指标成分含量稳定的新方法. 方法的核心是所提出的7种最优化调配目标函数及相应的约束条件. 实验验证, 以10批板蓝根药材为基础, 在7种最优化目标下, 控制5个主要HPLC色谱峰面积稳定均一, 结果显示, 峰面积最大相对偏差的绝对值为6.3%.

关 键 词:中药材  最优化调配  多指标成分  质量控制  板蓝根
文章编号:0251-0790(2007)10-1863-06
收稿时间:2007-01-23
修稿时间:2007-01-23

Optimization Method for Blending Traditional Chinese Medicine Herbs to Ensuring the Content Stability of Multiple Indicative Constituents
YANG Hui-Hua,WANG Yong,ZHANG Hong-Yang,LIANG Qiong-Lin,WANG Yi-Ming,LUO Guo-An.Optimization Method for Blending Traditional Chinese Medicine Herbs to Ensuring the Content Stability of Multiple Indicative Constituents[J].Chemical Research In Chinese Universities,2007,28(10):1863-1868.
Authors:YANG Hui-Hua  WANG Yong  ZHANG Hong-Yang  LIANG Qiong-Lin  WANG Yi-Ming  LUO Guo-An
Institution:Modern Research Center of Traditional Chinese Medicine, Tsinghua University, Beijing 100084, China; College of Computer and Control, Guilin University of Electronic Technology, Guilin 541004, China; Modern Research Center for Traditional Chinese Medicine, East China University of Science and Technology, Shanghai 200237, China
Abstract:A novel approach to ensure the stability of multiple indicative constituents in Traditional Chinese Medicine(TCM) was put forward, which firstly assays the content of multiple indicative constituents in diffe-rent batches of raw herbs, and then utilizes the linear and nonlinear optimization theories and methods to get an appropriate proportions for each herb, and finally blends each batch of herbs with this proportion so as to get rid of the fluctuation of the content in different batches of raw herbs. The key of the approach was credited to the optimization problem presented, which consists of 7 objective functions and several agile constrains. To demonstrate the approach's feasibility and validity, a series of experiments were carried out, in which 10 batches of different Radix isatidis were used as raw materials, and the goal was set to ensure the stability of 5 HPLC peak-areas in chromatograms, and the result shows that the maximum relative error of the peak-areas was 6.3%, compared with five standard peak-areas.
Keywords:Traditional Chinese Medicine herbs  Optimization blending method  Multiple indicative consti-tuents  Quality control  Radix isatidis
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