subharmonic function

subharmonic function的基本解释

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次调和函数

与subharmonic function相关的网络例句 [注：此内容来源于网络，仅供参考]

In the study of the nonlinear dynamics, Melnikov function is widely used as a criterion to check whether subharmonic or ultra-subharmonic bifurcation even chaos will occur in a perturbed Hamilton system.

在非线性动力系统的研究中， Melnikov函数被广泛地用来作为微扰哈密顿系统是否发生次谐或超次谐分岔乃至混沌的判据。

First we give the definition of semicontinuous and subharmonic functions and the propertities of the semicontinuous and subharmonic functions and then introduce the notion of plurisubharmonic functions and the propertities of psh functions, then we give the definition of closed positive currents and the relation between psh functi.

首先总结了半连续函数和次调和函数的定义及其性质，然后在此基础上介绍了多次调和函数的定义及其性质，引入了正闭流的定义，说明了正闭流与多次调和函数之间的联系。

What's more, this solution technique is available to obtain the potential subharmonic resonance and it overcame difficulties of traditional analytic Harmonic Balance Method based on the describing functions in resolving superharmonic and subharmonic response.

克服了传统的解析谐波平衡法基于描述函数进行而难以求解一般周期响应和次谐波响应的缺点。

与subharmonic function相关的网络解释 [注：此内容来源于网络，仅供参考]

subharmonic function：次低函数

subharmonic 次低的 | subharmonic function 次低函数 | subideal 子理想

subharmonic function：下调和函数

下调和[的]|subharmonic | 下调和函数|subharmonic function | 下调和解|subharmonic solution

subharmonic function：劣调和函数

劣调和的 subharmonic | 劣调和函数 subharmonic function | 劣调和共振 subharmonic resonance

subharmonic function：次调和函数

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