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weak damping
相关语句
  弱阻尼
    THE LONG TIME BEHAVIOUR OF SPECTRAL APPROXIMATE SOLUTION FOR NONLINEAR SCHRO ¨DINGER EQUATION WITH WEAK DAMPING
    带弱阻尼的非线性Schrdinger方程谱逼近的大时间性态
短句来源
    The long-time behavior of a finite difference solution to nonlinear Schrodinger-Boussinesq equations with weak damping
    带弱阻尼的非线性Schrdinger-Boussinesq方程有限差分解的大时间性态
短句来源
    In this paper, wc study the biomathematical model of aneurxsm of circle of willis. We obatin approximation solutions of the system under the condition of weak damping and the, frequency-response equation in resonance case. By using frequency-response curves, the relationship between the frequency and amplitude of response is analized.
    本文研究了Willis环状脑动脉瘤的生物数学模型,在具有弱阻尼的条件下,求出了系统的渐近解,得出了在共振情形的频率响应方程,分析了频率响应曲线,以及外激动频率、振幅与共振频率、振幅之间的关系,为脑动脉瘤的肿大和破裂的研究提供了信息。
短句来源
    By using the Fourier spectral method a periodic initial value problem of nonlinear Schrdinger equations with weak damping is studied. For the approximate solution, the large time error estimate is obtained. The author proves the existence of approximate attractor A N and the weak upper semicontinuity d w (A N,A)→0.
    本文讨论带弱阻尼的非线性Schrodinger方程周期初值问题当采用谱方法求解时近似解的大时间误差估计、近似吸引子AN的存在和它们的弱上半连续性dw(AN,A)→0.
短句来源
    Especially, for the weak damping of the flexible space structure, a type of nonlinear boundary c ontrol law is designed to make the system strongly stabilized.
    特别是针对挠性空间结构弱阻尼的特点 ,设计了一类非线性边界控制律 ,使得相关受控系统强稳定 ,解决了系统的镇定问题 ;
短句来源
更多       
  弱阻尼
    THE LONG TIME BEHAVIOUR OF SPECTRAL APPROXIMATE SOLUTION FOR NONLINEAR SCHRO ¨DINGER EQUATION WITH WEAK DAMPING
    带弱阻尼的非线性Schrdinger方程谱逼近的大时间性态
短句来源
    The long-time behavior of a finite difference solution to nonlinear Schrodinger-Boussinesq equations with weak damping
    带弱阻尼的非线性Schrdinger-Boussinesq方程有限差分解的大时间性态
短句来源
    In this paper, wc study the biomathematical model of aneurxsm of circle of willis. We obatin approximation solutions of the system under the condition of weak damping and the, frequency-response equation in resonance case. By using frequency-response curves, the relationship between the frequency and amplitude of response is analized.
    本文研究了Willis环状脑动脉瘤的生物数学模型,在具有弱阻尼的条件下,求出了系统的渐近解,得出了在共振情形的频率响应方程,分析了频率响应曲线,以及外激动频率、振幅与共振频率、振幅之间的关系,为脑动脉瘤的肿大和破裂的研究提供了信息。
短句来源
    By using the Fourier spectral method a periodic initial value problem of nonlinear Schrdinger equations with weak damping is studied. For the approximate solution, the large time error estimate is obtained. The author proves the existence of approximate attractor A N and the weak upper semicontinuity d w (A N,A)→0.
    本文讨论带弱阻尼的非线性Schrodinger方程周期初值问题当采用谱方法求解时近似解的大时间误差估计、近似吸引子AN的存在和它们的弱上半连续性dw(AN,A)→0.
短句来源
    Especially, for the weak damping of the flexible space structure, a type of nonlinear boundary c ontrol law is designed to make the system strongly stabilized.
    特别是针对挠性空间结构弱阻尼的特点 ,设计了一类非线性边界控制律 ,使得相关受控系统强稳定 ,解决了系统的镇定问题 ;
短句来源
更多       
  “weak damping”译为未确定词的双语例句
    The initial boundary value problem of nonlinear Schrodinger-Boussinesq equation with weak damping is discretized by finite difference method. The error - estimate of numerical solution is established, and the existence of the approximate attractor and its upper-semicontinuity are proved.
    用差分法对非线性Schrdinger-Boussinesq方程的初边值问题构造了近似计算格式,并得到了近似解的误差估计,还进一步论证了近似吸引子的存在性和关于原问题吸引子的上半连续性。
短句来源
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  weak damping
Moreover the damping is assumed to be nonlinear with no growth assumption at the origin, which allows very weak damping.
      
For nor linear inertial torsion vibrations of the structure of a nematic liquid crystal in a destabilizing magnetic field, there exist low-frequency modes with anomalously weak damping.
      
When the piston velocity is always smaller than the thermal velocity we observe weak damping.
      
We investigate the microscopic mechanisms associated with strong and weak damping in the adiabatic motion of the simple piston with finite mass and finite amount of gas.
      
Strong and Weak Damping in the Adiabatic Motion of the Simple Piston
      
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In this paper, wc study the biomathematical model of aneurxsm of circle of willis. We obatin approximation solutions of the system under the condition of weak damping and the, frequency-response equation in resonance case. By using frequency-response curves, the relationship between the frequency and amplitude of response is analized. Therefore the informatios about the enlargement and rupture of aneurysm can be obtained.The result of this paper includes the result of Ref.

本文研究了Willis环状脑动脉瘤的生物数学模型,在具有弱阻尼的条件下,求出了系统的渐近解,得出了在共振情形的频率响应方程,分析了频率响应曲线,以及外激动频率、振幅与共振频率、振幅之间的关系,为脑动脉瘤的肿大和破裂的研究提供了信息。

By using the Fourier spectral method a periodic initial value problem of nonlinear Schrdinger equations with weak damping is studied. For the approximate solution, the large time error estimate is obtained. The author proves the existence of approximate attractor A N and the weak upper semicontinuity d w (A N,A)→0.

本文讨论带弱阻尼的非线性Schrodinger方程周期初值问题当采用谱方法求解时近似解的大时间误差估计、近似吸引子AN的存在和它们的弱上半连续性dw(AN,A)→0.

We provide two sufficient conditions for the existence of periodic solutions of Lienard equations with weaker damping terms.

本文研究具有弱阻尼项的Liénard方程x” + f(x)x’+g(x)= e(t)周期解的存在性.在两种不同的条件下证明了Liénard方程至少存在一个周期解.

 
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