hyperbolic functions中文是什么意思

發(fā)音:

中文翻譯
造句

雙曲函數(shù)

hyperbolic adj. 夸張法的。
function n. 1.功能，官能，機(jī)能，作用。 2.〔常 pl.〕職 ...
complex hyperbolic functions 復(fù)雙曲線函數(shù)
hyperbelfunktionen hyperbolic functions 雙曲函數(shù)
hyperbolic bessel functions 雙曲線貝塞耳函數(shù)
theory of hyperbolic functions 雙曲函數(shù)論
hyperbolic adj. 【數(shù)學(xué)】雙曲線的。 adv. -ically adj. 夸張法的。
functions 函數(shù)/函詞
arc hyperbolic 反雙曲的
guidance; hyperbolic 雙曲線導(dǎo)引
hyperbolic antenna 雙曲線天線
hyperbolic arc 雙曲線弧; 雙曲線脫離軌跡弧
hyperbolic attractor 雙曲線吸子
hyperbolic automorphism 雙曲代換
hyperbolic catenary 雙曲懸鏈線
hyperbolic chamber 雙曲線形室
hyperbolic characteristic 雙曲特性曲線; 雙曲線特性
hyperbolic chart 雙曲面圖
hyperbolic collineation 雙曲性直射
hyperbolic comet 雙曲線彗星
hyperbolic conchoid 雙曲螺線
hyperbolic cone 雙曲線鐵炮
hyperbolic congruence 雙曲性線匯
hyperbolic coordinate 雙曲坐標(biāo)
hyperbolic coordinates 雙曲線坐標(biāo); 雙曲坐標(biāo)

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例句與用法

Chapter 4 gives hyperbolic function transformation method and its applications
第四章討論了雙曲函數(shù)變法及其應(yīng)用
Extended hyperbolic function method and new exact solitary wave solutions of zakharov equations
方程組的新精確孤立波解
Arc hyperbolic function
反雙曲函數(shù)
Modified hyperbolic function method and exact solutions to nonlinear evolution equations
修正雙曲函數(shù)法與非線性發(fā)展方程的精確解
At last , we construct hyperbolic polynomial curves in the space of hyperbolic functions . we call them as hc - bezier curves
文章最后運(yùn)用同樣的方法在雙曲函數(shù)空間中構(gòu)造了hc - b zier曲線。
A general class of solutions to nonlinear scalar equations with static cylindrical symmetry is obtained in the form of a hyperbolic function series . these solutions can be used to describe a long . straight global string
利用雙曲函數(shù)級數(shù)的技術(shù),研究了靜態(tài)軸對稱非線性標(biāo)量方程的解析解.在物理上.這些解描述了無限長的直整體弦
Spline curves defined in the space constructed by polynomial and hyperbolic functions are studied in this paper . the main research contents and achievements are as follow : firstly , we generate the cardinal extended complete chebychevian ( ect ) - systems on the space constructed by polynomial and hyperbolic functions , then introduce the algebraic - hyperbolic b - spline space and identify the dimension law and zero properties . the existence of a basis of splines with minimal compact supports is demonstrated , and functions named non - uniform algebraic - hyperbolic b - splines are obtained by solving certain linear equations with a block matrix
本文主要研究定義在多項(xiàng)式和雙曲函數(shù)構(gòu)成的空間上的樣條曲線,其內(nèi)容和完成結(jié)果如下:一、生成由多項(xiàng)式和雙曲函數(shù)構(gòu)成的空間上的一組典范式ect ( extendedcompletechebychevian )組及其對偶, ,證明非均勻代數(shù)雙曲b樣條空間的維數(shù)定理和零點(diǎn)定理,直接通過解塊矩陣線性方程組得到具有最小緊支撐的非均勻代數(shù)雙曲b樣條函數(shù),進(jìn)而構(gòu)造非均勻代數(shù)雙曲b樣條曲線,還具體給出低階的表示
In section 1 , some nonlinear wave equations of this part discussing are recommended ; in section 2 , the elementary tool of this part utilizing is mentioned , namely , the hyperbolic function method ; in section 3 , seme exact solitary wave solutions to these nonlinear wave equations are attained
本部分由三節(jié)組成，第一節(jié)介紹了所討論的幾類非線性波動方程；第二節(jié)介紹了本部分所使用的基本工具，即，雙曲函數(shù)方法；第三節(jié)給出了這些非線性波動方程的若干精確孤立波解。
The mostly conclusion of this part is as follows , on the conditon of travelling wave , the exact solitary wave solutions to some nonlinear wave equations such as sawada - kotera equation , kaup - kupershmidt equation , the fifth order kdv equation , fisher - kolmogorov equation , on the help of the computer algebraic system ( maple ) , are explicitly established by making use of the hyperbolic function method . this part is maken up of three sections
本部分的主要結(jié)論如下，利用雙曲函數(shù)展開法，在行波條件下，對sawada - kotera方程， kaup - kupershmidt方程，五階kdv方程， fisher - kolmogorov方程，等幾類非線性波動方程求解，將其孤立波表示為雙曲函數(shù)的多項(xiàng)式，從而將非線性波方程的求解問題轉(zhuǎn)化為非線性代數(shù)方程組的求解問題，并借助于計算機(jī)代數(shù)系統(tǒng)求解非線性代數(shù)方程組，最終獲得了這些非線性波動方程的若干精確孤立波解。
The mathematics - mechanization method is applied the field of differential equations . many algorithm for constructing solitary wave solutions for a class of nonlinear wave equations are given , and implemented in a computer algebraic system , such as the hyperbolic tangent function method and the hyperbolic function method etc . exact solitary wave solutions of a great deal of nonlinear equations are gained
將機(jī)械化數(shù)學(xué)方法應(yīng)用于偏微分方程領(lǐng)域，建立了構(gòu)造一類非線性波方程的精確孤立波解的許多算法，如，雙曲正切函數(shù)展開法，雙曲函數(shù)方法等，并在計算機(jī)數(shù)學(xué)系統(tǒng)上加以實(shí)現(xiàn)，因而推導(dǎo)出了一批非線性波方程的精確孤立波解。

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