1) Exponential function method
幂指函数法
2) generalized power-exponential function method
广义幂-指函数法
1.
0 and generalized power-exponential function method,the generalized symmetric regularized long wave equation with arbitrary order nonlinear term is studied,the kink-shaped and bell-shaped solutions of the equation were got,this approach can also be applied to solve other evolution equations.
0软件、广义幂-指函数法研究了具有任意阶非线性项的广义对称正则长波方程,得到了方程的扭状行波解和钟状行波解,这种方法也适合研究其它的非线性发展方程。
2.
0,a generalized Zakharov-Kuznetsov equation was studied by a generalized power-exponential function method.
0软件和广义幂-指函数法研究了广义Zakharov-Kuznetsov方程,得到了方程的扭状行波解和钟状行波解,这种方法也适合研究其它的非线性发展方程。
3.
0 software and generalized power-exponential function method,the volution equation with arbitrary order nonlinear term is studied,the kink-shaped and bell-shaped solutions to the equation were got,this approach can also be applied to solve other evolution equations.
0软件、广义幂-指函数法研究了具有任意阶非线性项演化方程,得到了方程的扭状行波解和钟状行波解,这种方法也适合研究其它的非线性发展方程。
3) combination of power and exponent function
幂指函数
1.
The paper provides the theorem of the limit of combination of power and exponent function,which gives us a new method to work out the limit of this kind of function.
给出了幂指函数极限定理,对求幂指函数极限的方法进行了讨论,并给出一些应用实例。
2.
The method of finding the derivative by combination of power and exponent function normally lies in the application of the logarithm.
对于幂指函数求导数一般采用取对数求导法,在幂指函数求导数中,可把指数看作常数的复合函数的导数与把底数看作常数的复合函数的导数之和进行求解。
4) power exponent function
幂指函数
1.
In order to solve the derivation of power exponent function,this paper has studied the derivation regulations on power function from the perspective of the differentiation of multi-variable function and in accordance with the derivation laws on multi-variable complex function.
为解决幂指函数的求导问题,从多元函数微分法的角度出发,根据多元复合函数的求导法则,探索幂指函数求导的规律,并揭示了幂指函数与幂函数及指数函数导数间的关系,给出了幂指函数求导的另一种方法。
2.
This calculational method is always expressed as y=ax f(x) of"power exponent function ".
利用这种以固定的“幂指函数”公式 y=axf(x)表示的计算方法可以拟合实验数据曲线 ,逼近连续函数 ,求非线性函数解的近似表达式 ,以及象迭代法那样求函数实根的近似值 。
3.
The limit problem of power exponent function is common but difficult in differential and integral calculus.
幂指函数求极限问题是微积分学中的一个常见问题， 同时又是一个难点问题。
5) exponential function
幂指函数
1.
Simple ways to calculate the exponential function limit;
幂指函数极限的简捷求法
2.
It proves that exponential function method applied on nonlinear programming is a convergent algorithm.
给出一种自适应近似函数———幂指函数f(x)在非线性规划中的收敛算法。
6) power-exponential function
幂指函数
1.
A new method of derivative of power-exponential function;
幂指函数求导的一种新方法——辅助函数法
2.
This article mainly discusses about how to take advantage of infinitesimal quantity to get the limit of power-exponential function.
本文讨论了在幂指函数求极限的过程中利用等价无穷小量代换 ,提出了四条定理 ,并给出了证明。
3.
Some inequalities for power-exponential function by differential and integral methods are prove
利用微分和积分方法证明了几个幂指函数不等式。
补充资料：幂函数型动力学方程
分子式：
CAS号：
性质： 表达反应速率与反应物浓度的n次方成正比的幂函数关系的动力学方程。大多数化学反应的动力学方程都是幂函数型方程。通过实验很容易求出n和反应速率常数。
CAS号：
性质： 表达反应速率与反应物浓度的n次方成正比的幂函数关系的动力学方程。大多数化学反应的动力学方程都是幂函数型方程。通过实验很容易求出n和反应速率常数。
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