Remodelling of the calibration curve for the potentiometric sensing of lamotrigine based on molecularly imprinted polymers using the four-parameter logistic model

M. Shukor
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引用次数: 2

Abstract

A standard or a calibration curve allows the determination of an analyte concentration from an experiment. The calibration curve is constructed using a known concentration of analyte. The unidentified concentration of an analyte will then be determined utilizing this standard curve. Similar to immunoassay, ligand-binding interaction in Molecularly Imprinted Polymers (MIPs) also mimics immunoassay in that the calibration curve is sigmoidal in many cases. In a previous study an ion selective electrode based on molecularly imprinted polymers calibration curve for the detection of lamotrigine (LTG) showed a sigmoidal calibration curve but was not modelled according to a sigmoidal dose response model. Using the four-parameter logistic (4PL) equation, the calibration curve was remodelled according to this equation resulting in the calculated values of 19.87, -87.43, -4.614 and 0.6354 for the parameters a and d (maximum and minimum responses), Log EC50 (value that produces a 50% signal response) and Hillslope (slope-like parameter or Hill coefficient). The use of the 4PL model gave a correlation coefficient value of 0.9985 indicating the model excellently fit the experimental data
基于分子印迹聚合物的拉莫三嗪电位传感标定曲线的四参数logistic模型重构
标准或校准曲线允许从实验中测定分析物浓度。使用已知的分析物浓度构建校准曲线。然后利用该标准曲线确定分析物的未确定浓度。与免疫分析类似,分子印迹聚合物(MIPs)中的配体结合相互作用也模仿免疫分析,因为在许多情况下校准曲线是s型的。在先前的研究中,基于分子印迹聚合物的离子选择电极检测拉莫三嗪(LTG)的校准曲线显示为s形校准曲线,但未按s形剂量响应模型建模。利用四参数logistic (4PL)方程,根据该方程重构校准曲线,得到参数a和d(最大和最小响应)、Log EC50(产生50%信号响应的值)和Hillslope(类坡参数或Hill系数)的计算值分别为19.87、-87.43、-4.614和0.6354。使用4PL模型得到的相关系数值为0.9985,表明模型与实验数据拟合良好
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