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hyperbolic tangent相关的网络例句

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

Hyperbolic tangent -- in radians !!!

双曲正切--以弧度为单位!!!

The conclusion results are positive. The shock wave with viscosity and heat conduction is validated a hyperbolic tangent type of soliton wave.

证实了有粘性和导热的激波是一类满足Sine-Gordon方程的双曲正切型孤立波。

2Based on the nonparametric model and the hyperbolic tangent model dynamic response analysis matlab based programs on the damper-structure coupled system were carried out.

2分别采用双曲正切模型和神经网络模型编制了Matlab程序,对安装有磁流变阻尼器的结构系统进行了动力响应分析。

Based on Lyapunov stability theory, a kind of bounded robust controller is develowd by introducing hyperbolic tangent functions plus proper auxiliary ones into constructed storage function.

基于李雅普诺夫稳定性理论,通过在构造存储函数的过程中引入双曲正切函数和适当的辅助函数,设计了一种有界的鲁棒控制器。

Since it relates to hyperbolic tangent operation in the two layer weighted parallel interference cancellation algorithm it nearly can't by realized.

由于在双层加权并行干扰对消算法中涉及双曲正切运算,该算法几乎无法实现。

In this study, the following studies have been carried out(1)Test on a typical MR damper employed in this study was carried out, Neural network model based a direct model and a inverse model were established. The performance of the models were cpmpared with the Bingham model and the hyperbolic tangent model. Results show that ANN model can describe the mechanical behavior of MR damper perfectly as a nonparmetric model.

本文主要进行了以下三个方面的工作:(1)对一种典型的磁流变阻尼器进行了性能试验,利用实验实测数据建立了阻尼器的Bingham模型、双曲正切模型两种参数模型以及基于神经网络的正向和逆向模型,对三种计算模型进行了仿真分析,并与试验结果进行对比研究,结果表明,神经网络模型比两种参数模型能更好地模拟阻尼器的动态性能。

The relationship between the reflectivity and the position of stress is hyperbolic tangent. Moreover, the phase had certain relations. Based on this, the characteristic of FBG under inhomogeneous transverse force were studied.

同时,应用传输矩阵的方法对光纤光栅横向局部受力特性进行了研究,研究发现当光栅局部受力时,反射谱产生分裂,分裂点波长移动与受力大小成线性周期变化,分裂点的反射率与光栅局部受力位置为双曲正切关系,而且相位也存在一定的关系。

This thermal structure is approximate to a hyperbolic tangent profile, which allows theoretically that a mode-2 ISW propagates along the thermocline with permanent form (Benjamin, 1967 and Davis and Acrivos, 1967, etc).

这种密度垂直结构近似於双曲正切函数,理论上可以求得一个在斜温层传递且形状不变的第二斜压模之内孤立波的解析解(Benjamin, 1967 和 Davis and Acrivos, 1967,等人)。

By introducing non-relativistic, adiabatic and quantum approximation to NLCMEs in the FBG with hyperbolic tangent apodization, and assuming the soliton as a particle with low velocity and invariant energy, the track equation of soliton is obtained.

利用双曲正切中间变迹光栅中的NLCME,引入非相对论-绝热-准量子近似法,将光栅孤子作为一个低速运动且能量守恒的整体进行分析,得到了孤子的轨迹方程。

The hyperbolic-type nonlinear model and rigid and perfectly-plastic model are usually adopted to simulate the constitutive behavior in tangent direction of contact surface. in fact, however, the hyperbolic-type nonlinear model can not definitely display the plastic flow deformation after shear failure while rigid-perfectly-plastic model can not describe the nonlinear deformation before shear failure.

对于土与结构间接触面的切向本构关系,目前通常采用双曲线非线性弹性模型或刚塑性模型来描述,但是,传统的双曲线非线性模型不能明确地表达剪切破坏后的塑性流动变形特性;而刚塑性模型又无法描述剪切破坏之前的非线性弹性变形。

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