节点文献
用Mathematica拟合蓖麻油粘滞系数的时间函数
Fitting Time Functions of Castor Oil Viscous Coefficient by Mathematica
【摘要】 蓖麻油在不同温度下的粘度系数差别很大,国际公认的标准值只给出几个特定温度下的数值。给实际应用及实验测量结果的比较带来困难。研究如何借助于Mathematica软件,利用曲线拟合方法拟合出蓖麻油的粘滞系数的温度函数。
【Abstract】 Castor oil in different temperature differs in viscosity coefficient.Under internationally recognized standard,there are only a few specific temperature values,which bring difficulty for application and experimental measurement result.This paper discusses how to fit castor oil temperature function by fitting curve method in Mathematica.
【关键词】 蓖麻油;
粘滞系数;
Mathematica;
曲线拟合;
温度函数;
【Key words】 castor oil; viscous coefficient; Mathematica; curve fitting; temperature function;
【Key words】 castor oil; viscous coefficient; Mathematica; curve fitting; temperature function;
- 【文献出处】 承德石油高等专科学校学报 ,Journal of Chengde Petroleum College , 编辑部邮箱 ,2009年03期
- 【分类号】O37
- 【被引频次】1
- 【下载频次】181