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1)  tanh method
双曲正切法
1.
By using white noise analysis,Hermite transform and tanh method,the exact solutions and the white noise functional solutions are obtained for variable coefficient STO equation and Wick-type STO equation respectively.
双曲正切法是求一类物理方程精确解的重要方法之一。
2)  multi-tanh principle
双曲正切法则
1.
The nonlinear behavior of the multi-tanh principle used in CMOS IC design is investigated.
研究了CMOS电路中多双曲正切法则的应用对线性度产生的影响。
3)  tanh-function method
双曲正切函数法
1.
In this paper,multiple traveling wave solutions for BBM-Burgers equation have been found by use of an extended tanh-function method.
本文应用推广的双曲正切函数法得到了著名的BBM-Burgers方程和KdV方程的守恒形式,一类五阶KdV方程的多重行波解。
2.
With the aid of symbolic computation system Maple and by using the extended tanh-function method,the explicit exact travelly wave solutions of extended higher-order nonlinear schrdinger equation including the self-steepening and self-frequency shift effect are obtained,which include bright soliton,dark soliton,soliton-like solutions and a new type of soliton solutions.
利用扩展的双曲正切函数法,并借助于符号计算软件Maple,研究了考虑自陡峭效应、自频移效应后的修正高阶非线性薛定谔方程,获得了多组显示精确行波解,主要包括亮孤子解、暗孤子解和一种新形式的复合孤子解。
4)  hyperbolic tangent
双曲正切
1.
Hyperbolic tangent error function based constant modulus algorithm(HECMA) is very practical because that its steady-state error can be reduced effectively by using the symmetry of the hyperbolic tangent error function about zero error.
基于双曲正切误差函数的常数模算法,利用误差函数曲线关于零误差对称性来降低稳态误差,因而具有实用性。
5)  the extended tanh function method
扩展的双曲正切函数法
1.
With the help of Maple, some new combined formal solitary-wave solutions for KdV-Burgers equation are obtained by using the extended tanh function method and the special solutions of Riccati equation.
利用扩展的双曲正切函数法和Riccati方程的几个特解 ,借助于计算机代数系统Maple ,获得了KdV Burgers方程新的复合孤波解 。
6)  extended tanh-fiinction method
扩展双曲正切函数法
补充资料:如此江山 泛曲阿后湖 曲阿词综曲阿词综中,
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