nonlinear dynamics
[力] 非线性动力学
2026-03-21 22:31 浏览次数 26
[力] 非线性动力学
NONLINEAR GEOCHEMICAL DYNAMICS非线性地球化学动力学
nonlinear system dynamics非线性系统动力学
Nonlinear Rotor Dynamics非线性转子动力学
nonlinear evolution dynamics非线性演化动力学
Nonlinear Chemical Dynamics非线性化学动力学
Nonlinear Brain Dynamics书名
Nonlinear r Dynamics非线性动态
nonlinear combustion dynamics非线性燃烧学
nonlinear lattice dynamics非线性点阵力学
This thesis reviews the recent advances in the field of granular matter, focusing on the bistability in granular systems, mainly from the Angle of nonlinear dynamics and non-equilibrium phase change.
本文在分析颗粒系统研究现状的基础上,主要从非线性动力学,非平衡相变的角度对颗粒系统的双稳现象进行考察和研究。
As the result of nonlinear dynamics mechanism of cochlea, Otoacoustic emissions (OAEs) is the energy leak of the nonlinear biological organ of outer hair cells in the process of amplifying.
耳声发射的产生是耳蜗非线性动力学机制作用的结果,是外毛细胞的非线性生物机构放大过程的一种能量泄露。
In order to investigate the nonlinear dynamics of the flexible robotic arm, we can simplify the robotic arm into the model of the flexible cantilever.
为了研究柔性机械臂的非线性动力学,可以将柔性机械臂简化成为柔性悬臂梁。
The numerical methods in nonlinear dynamics are synthetically applied to investigate the influence of parameters on the dynamical properties of viscoelastic circular thin plate.
综合使用非线性动力学中的数值分析方法,研究了参数对粘弹性圆薄板动力学行为的影响。
The theory of nonlinear dynamics has been widely used in this field.
在这一领域,非线性动力学理论得到了广泛的应用。
Signal processing in phase space based on nonlinear dynamics theory is a new method for underwater acoustic signal processing.
基于非线性动力学理论的水声信号相空间处理,是水声信号处理的一种新途径。
According to the demand of flight control system, a nonlinear dynamics model with considerable aerodynamic forces and moments for a large maneuver re entry missile head is built.
根据飞行控制要求,考虑了影响较大的气动力和气动力矩因素,建立了一个完全表征大机动情况下弹头运动的非线性动力学模型。
We use the pump-probe 4F imaging technique combining the Fourier optics and nonlinear optics to study the optical nonlinear dynamics of Kerr liquids, organic macromolecules and semiconductors.
在本论文中我们利用结合了傅里叶光学和非线性光学的泵浦探测4F成像技术研究了克尔液体、有机大分子和半导体的光学非线性动力学。
The dynamics of laser chaos is about the chaotic behavior in laser system, we can study the nonlinear dynamics through it.
激光混沌动力学研究的是激光系统中的混沌现象,通过它可以研究非线性动力学规律。
Study of nonlinear dynamics analysis means for HRV has wide clinical application and study foreground.
HRV的非线性动力学分析方法的应用有着广阔的临床应用和研究前景。
The paper makes a study of nonlinear dynamics property of second - order circuit stimulatedby sine-wave POwer.
本文研究在正弦电源激励下的二阶电路中的非线性动力学性质。
The nonlinear dynamics of a permanent magnet stepper motor is studied by means of modern nonlinear theories such as bifurcation and chaos.
通过现代非线性理论如混沌动力学理论研究了永磁式步进电动机的非线性动力学。
The nonlinear dynamics characteristic of air spring suspension was studied by the method of nonlinear dynamics.
利用非线性动力学的方法研究了空气弹簧悬架的非线性动力学特性。
An explicit precise integration for nonlinear dynamics problems is presented, which is suitable to solve the non-conservative systems with multi-DOF and strong nonlinearity.
对于非线性动力学问题,给出了一个显式的精细积分算法,适用于多自由度、强非线性、非保守系统。
The nonlinear dynamics as a science aims at exploring complexity and which provides an innovative way of understanding the real, complicated systems.
非线性动力学是一门旨在探索复杂性的科学,它提供了一套崭新的理解真实、复杂系统的概念和方法。
The theory of nonlinear dynamics for structures is developed and enriched.
在理论上丰富和发展了结构非线性动力学。
The experimental results indicate that the main mechanism of the nonlinear dynamics phenomena results from the transient loss difference between the two orthogonal states of polarization.
实验结果表明,腔内两正交偏振激光场瞬态损耗的差异是导致这种非线性动力学现象的主要机制。
Firstly we introduced the phase plane method in nonlinear dynamics to analyze qualitatively the threshold dynamical behavior of neurons in this thesis.
本文中,我们首先用非线性动力学中的相平面法来定性地分析神经元的阈值特性。
It is shown that the strength of inter-atomic interaction condensate has an important effect on its nonlinear dynamics properties.
结果发现凝聚体中的粒子之间的相互作用强度对其非线性动力学特征有重要的影响。
As an important sample to enrich the contents of medical physics, excitable system in nonlinear dynamics is inducted, and used to character the properties and behavior of neuron and cardiac cell.
作为充实医学物理学教学的一个重要尝试,我们将非线性动力学中的可激发系统引入教学当中,用来描述神经元、心肌细胞等的性质和行为。