1)  derivation method
求导法测
1.
By revelation of references,this paper gives a comprehensive analysis of several functions in the form of in-tegral differential eguation through substitution and variable high limit of integral derivation method.
受文献 [1]的启发 ,通过作变换及变上限积分的求导法测 ,对几类以积分微分方程形式给出的待求函数的问题作了深入研究 ,给出了它们可解的条件和解的表达式 ,所得结论扩大了积分微分方程可能解的范
2)  Derivative
求导
1.
Brief discussion on derivative method of subsection function;
分段函数求导方法的探索
2.
This paper is to discuss the derivative of fragmental function on the boundary point,and to put forward the new method to this type of questions.
对分段函数分界点处的求导进行了讨论 ,对分段函数在分界点处求导的方法进行了改进。
3.
This paper shows the important roles of variable upper limit definite integral derivative through several examples.
通过例题给出变上限定积分求导的几个应用。
3)  derivation
求导
1.
Variant Problems in Complex Multi-function Derivation;
多元复合函数求导的变式问题
2.
The Derivation Problem of Piecewise Continuous Function;
分段连续函数的求导问题
3.
The Derivation Problem of Piecewise Continuous Function at Piecewise Point;
分段连续函数在分段点上的求导问题
4)  Approximate deviation
近似求导
5)  derived function
求导计算
1.
According to thermodynamical derived function, It has been discovered that characteristic of non_solidifying of mixture of fluorite and sulfuric acid in low temperature, to obtain a new idea that hydrogen fluroride of production by fluorite and sulfuric acid, that is cooling flow state beforeehand reaction.
根据热力学求导计算,发现萤石、硫酸混合“低温不凝固”特性,提出萤石—硫酸法生产氟化氢冷流态预反应新构思。
6)  derivative's error
求导误差
参考词条
补充资料:道特里什法测爆速
分子式:
CAS号:

性质:一种古老的爆速测定法。该法系将爆速(D0)已知的导爆索两端分别插入被测炸药试样相距“的两孔中,而导爆索中间部分则拉直固定在铅板上,并在导爆索中点所处铅板处刻痕。引爆炸药,导爆索也被引爆,当导爆索中两相向传播的爆轰波相遇时,在铅板上留下相应的印痕。测定该印痕与导爆索中点的距离l2,即可由式D=D0l1/2l2计得被测炸药的爆速D。本法操作简便,不需专用仪器,但精度较低,只用于工业炸药的野外测试。 

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