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   非线性单摆 的翻译结果: 查询用时:1.324秒
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      非线性单摆
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  nonlinear pendulum
     A New Approximate Method of Solving a Nonlinear Pendulum
     非线性单摆的新渐近解法
短句来源
     The period of a nonlinear pendulum calculated by linearization and correction method
     利用线化和校正法求非线性单摆运动的周期
短句来源
     There are many methods to solve a nonlinear pendulum. The appoximate solution with high precision is deri vated by using a simple method in this paper.
     非线性单摆的求解方法较多,本文尝试用简捷方法求出其精度较高的渐近解。
短句来源
  nonlinear simple pendulum
     The Exact and Appoximate Solution of Nonlinear Simple Pendulum
     非线性单摆的精确解与近似解
短句来源
     Some solutions of the motion of a nonlinear simple pendulum are obtained using Jacobi elliptic function under certain conditions by the help of numerical analysis and phase pattern drawed by Matlab.
     对非线性单摆运动进行了数值分析,用Matlab绘出其运动相图,并求出了它在一定条件下的Jacobi椭圆函数解.
短句来源
     An excellent approximate solution of the motion of a nonlinear simple pendulum is obtained by the method of Green's function.
     应用格林函数方法,给出了非线性单摆运动的较好近似解。
短句来源
     A solution of a nonlinear simple pendulum using Jacobi elliptic function
     非线性单摆的Jacobi椭圆函数解
短句来源
     A solution of a nonlinear simple pendulum using Green's function
     非线性单摆的格林函数解法
短句来源
更多       
  a nonlinear pendulum
     A New Approximate Method of Solving a Nonlinear Pendulum
     非线性单摆的新渐近解法
短句来源
     The period of a nonlinear pendulum calculated by linearization and correction method
     利用线化和校正法求非线性单摆运动的周期
短句来源
     There are many methods to solve a nonlinear pendulum. The appoximate solution with high precision is deri vated by using a simple method in this paper.
     非线性单摆的求解方法较多,本文尝试用简捷方法求出其精度较高的渐近解。
短句来源
  “非线性单摆”译为未确定词的双语例句
     Numerical calculation examples, such as non linear single pendulum equation, Duffing equation, van der Pol equation and two degree of freedom non linear spring pendulum, are presented by using the presented method. The higher calculation precision and efficiency of this method are demonstrated through comparing the results given in literatures.
     文末给出了非线性单摆、强迫Duffing方程、强迫VanDerPol方程以及两自由度非线性弹簧摆这几类典型非线性方程的数值计算结果 ,并与文献 [5~ 8]进行对比 ,进一步说明了该方法在计算精度和效率两方面的优越性。
短句来源
     This paper offers the numerical solution for the simple pendulum equation by C++ language, and draws the vibration curves asweuas phase diagrams based on the calculation results of the program, also quantitatively studies the relationship between the vibration period and amplitude.
     文章运用C++语言给出了非线性单摆运动方程的数值解法,并依据程序的计算结果描绘了非线性单摆的振动曲线及相图,还定量研究了非线性单摆的振动周期与振幅的关系。
短句来源
     On the differential equation of motion of a simple pendulum, the analytic solution of damped linear oscillation and numerical solntion of free nonlinear vibration or damped nonlinear oscillation are obtained;
     直接从单摆的运动微分方程出发,应用Matlab软件,求出了线性单摆阻尼振动的解析解和非线性单摆无阻尼振动、阻尼振动的数值解;
短句来源
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  nonlinear pendulum
A time-optimal feedback control is synthesized that steers a nonlinear pendulum to the top unstable equilibrium position.
例句来源      
A time-optimal control synthesis for a nonlinear pendulum
例句来源      
A time-optimal control synthesis is obtained that steers a nonlinear pendulum to the bottom stable equilibrium position.
例句来源      
The characteristics of the friction on the camshaft are analyzed using the nonlinear pendulum experiment, while the parameters of the friction model are estimated using the optimization technique.
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We employ nonsmooth transformations of the independent coordinate to analytically construct families of strongly nonlinear periodic solutions of the harmonically forced nonlinear pendulum.
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  a nonlinear pendulum
A time-optimal feedback control is synthesized that steers a nonlinear pendulum to the top unstable equilibrium position.
例句来源      
A time-optimal control synthesis for a nonlinear pendulum
例句来源      
A time-optimal control synthesis is obtained that steers a nonlinear pendulum to the bottom stable equilibrium position.
例句来源      
The present contributiondiscusses the experimental analysis of a nonlinear pendulum, consideringstate space reconstruction, frequency domain analysis and thedetermination of dynamical invariants, Lyapunov exponents and attractordimension.
例句来源      
Using the Lyapunov method, we establish a sufficient condition for the stability of a nonlinear pendulum.
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