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hyperbolic function
/haɪpər'bɒlɪk 'fʌŋkʃən/
Definition
functions sinh, cosh, tanh and others, matching trigonometric patterns  ... See more
双曲函数

Other results

Lambert also made the first systematic development of hyperbolic functions.
兰伯特也作了第一次系统地发展双曲函数
You can rewrite many hyperbolic functions using the hyperbolic cosine.
很多双曲函数都可以用双曲余弦来改写。
This general solution consists of either the combinations of trigonometric and hyperbolic functions, or algebraic polynomials.
一般解包括三角函数和双曲线函数组成的解, 还有代数多项式解.
He summed series, and discovered addition theorems for trigonometric and hyperbolic functions using the differential equations they satisfy.
他总结系列,并发现除了定理三角和双曲函数使用微分方程,他们满足。
We see that hyperbolic functions are not periodic and their graph are not very similar to corresponding trigonometric functions. Let's explore numeric derivatives of hyperbolic functions.
我们看见双曲线函数不是定期的,并且他们的图形不是非常类似的于对应的三角函数。 我们测试双曲线函数数字衍生商品。
Displays a list of functions that are the standard trigonometric functions: sine, cosine, tangent, inverse functions, and hyperbolic functions.
三角 显示一个函数列表,其中包含标准的三角函数:正弦、余弦、正切、反函数双曲函数
It's time to explore inverse hyperbolic functions. Read first "Exploring Inverse Functions", if you haven't.
是时间测试反双曲函数。 读的"首先测试的反函数",如果您没有。
In this paper, the power series of hyperbolic functions has been adopted to present a specified solution for a kind of nonlinear evolution equation u t t+au xx+bu+cu~3=0. According to the analysis of the leading terms, this function series solution could terminated into a form containing only a few termsterminating solution. The kink soliton solution, bell soliton solution and their complex linear combined solutions were obtained respectively.
采用双曲函数的幂级数表示一类非线性演化方程utt+auxx++cu=的特定解 ,根据领头项分析 ,这种函数级数解可以被截断为只有几项的形式 - 截断解 ,由此进一步得到它的扭状孤波解、钟状孤波解和扭状孤波解与钟状孤波解的复线性组合解.
The hyperbolic cosine function helps solve problems involving growth and decay.
双曲余弦函数有助于处理一些关于增长和衰减的问题。
Inserts an area hyperbolic cotangent function with one placeholder.
插入带有一个占位符的区域双曲余切函数
The pulse envelope we obtained is a hyperbolic secant function of time.
所得脉冲包络为时间的双曲割函数
Graphing the hyperbolic cosine function shows a smooth, increasing curve.
双曲余弦函数画成图像,可以看到一条平滑单调上升的曲线。
The hyperbolic tangent function is a sigmoid function.
双曲切函数是一个 S 形函数
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