1) Classics constant temperature experiment
经典恒温实验
2) Classical accelerated test process in constant temperature
经典恒温加速试验法
3) Classic isothermal kinetic method
经典恒温法
1.
Classic isothermal kinetic method and initial uniform velocity method were applied to predict the expiration date of the solution.
方法用HPLC测定TCS/CLP的含量和有关物质,采用经典恒温法和初匀速法计算有效期。
4) Classical isothermal kinetic method
经典恒温法
1.
Classical isothermal kinetic method and multivariate linear model were used to predict the expiration date of the injection, and compared the same time.
方法 采用HPLC法测定含量,采用经典恒温法和多元线性模型两种方法计算药物的有效期,同时比较两种方法的特点。
5) classical isothermal method
经典恒温法
1.
The stability of armillarisin A in aqueous solutions of different pH were investigated by the classical isothermal method.
采用经典恒温法考察亮菌甲素在不同pH水溶液中的稳定性。
2.
Methods: Andrographolide was dissolved in phosphate buffer solutions of different pH values; classical isothermal method was employed; the content of andrographolide was determined by RP HPLC; then the stability of the drug in different biological media and organic solvents at 37°C was investigated.
方法 :将穿心莲内酯原料药分别溶解于不同pH值的磷酸盐缓冲液中 ,采用经典恒温法 ,用反相高效液相色谱法测定穿心莲内酯的含量 ,并在此基础上考察该药 37°C时在不同生物样品中的稳定性和该药在不同有机溶剂中的稳定性。
6) classic homeothermia method
经典恒温法
1.
Investigate Stability of Compound Antipyretic Gel by Classic Homeothermia Method;
经典恒温法考察复方解热凝胶的稳定性
2.
Temperature-accelerated tests by the classic homeothermia method were performed at 65 ℃,75 ℃,85 ℃ and 95 ℃,respectively,with 5 different time points in each temperature.
温度加速试验采用经典恒温法,考察温度为65、75、85和95℃,每一温度设5个不同的采样时间点,根据动力学和Arrhenius指数定律计算稳定性的相关参数。
3.
Method: The classic homeothermia method was used for forecast the shelf life,and HPLC was applied for quantitative determination of chemical compounds in Chinese Angelica.
方法:经典恒温法对当归药材进行加速实验并预测其保质期,利用高效液相色谱法测定其中的主要化学成分含量。
补充资料：经典恒温法
分子式：
CAS号：
性质： 此方法的理论依据是Arrhenius公式，将样品置于不同温度的恒温器(如恒温水浴锅、烘箱等)中，间隔一定时间取样，测定含量，根据含量测定结果确定反应级数，然后求出不同温度下的反应速度常数，将反应速度常数的对数对反应温度。
CAS号：
性质： 此方法的理论依据是Arrhenius公式，将样品置于不同温度的恒温器(如恒温水浴锅、烘箱等)中，间隔一定时间取样，测定含量，根据含量测定结果确定反应级数，然后求出不同温度下的反应速度常数，将反应速度常数的对数对反应温度。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条