首页|多孔中药固体片剂孔隙率的太赫兹有效介质模型研究

多孔中药固体片剂孔隙率的太赫兹有效介质模型研究

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目前对中药片剂的孔隙测量,一般采用的是具有破坏性的密度测量方法,缺乏无损量化方法.太赫兹辐射能用于无损的提取药物若干光学信息.针对直压型中药片剂,通过太赫兹时域和频域信号处理等不同方法分别计算各种片剂的有效折射率,发现两种方法得到的有效折射率和片剂的孔隙率均呈良好的线性关系.根据有效折射率特性,利用四种有效介质模型提取了中药片剂的孔隙率并进行量化回归,通过交叉验证与相对分析误差(RPD)发现通过时域信号处理的有效折射率得到的孔隙率回归模型解释性与验证准确性更高,其中最佳模型是Bruggeman模型(RPD=11.3325).为中药多孔粉体制剂工艺优化提供支持.
Terahertz study on the porosity of porous traditional Chinese medicine tablets by effective medium models
Generally,the porosity of traditional Chinese medicine is measured by the destructive method of density mea-surement,but there is a lack of non-destructive quantification methods.As one important non-destructive method,tera-hertz radiation has been used to non-destructively extract the drugs'time-domain and frequency-domain optical informa-tion.For direct compression traditional Chinese medicine tablets,the effective refractive index of various tablets was obtained by different methods of terahertz time-domain signal processing and frequency-domain signal processing.It was found that the effective refractive indices with either signal processing method show a good linear relationship with the porosities of the tablets.The porosity of Puerariae Lobatae Radix tablets was extracted and modeled by linear regres-sion based on four effective medium theory models.The porosity regression model based on the effective refractive in-dex by time-domain signal processing shows better performance on the model interpretation and cross-validation accura-cy,with the best model of the Bruggeman model(RPD=11.3325).It provides support for the process optimization of porous powder preparation of traditional Chinese medicine.

Terahertz spectroscopyeffective refractive indexeffective medium theorythe porosity of traditional Chinese medicine tablet

李旭、张梦圆、赵雯玥、左剑、朱卫丰、李哲、施宇蕾、张存林

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首都师范大学物理系 太赫兹光电子学教育部重点实验室,北京 100048

江西中医药大学 现代中药制剂教育部重点实验室,江西 南昌 330004

太赫兹光谱 有效折射率 有效介质理论 中药片剂孔隙率

国家自然科学基金国家自然科学基金国家自然科学基金

112041908200395312174272

2024

红外与毫米波学报
中国光学学会 中国科学院上海技术物理所

红外与毫米波学报

CSTPCD北大核心
影响因子:0.612
ISSN:1001-9014
年,卷(期):2024.43(3)
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